// Browser version: React is loaded as a global from a CDN, so we destructure
// hooks from it instead of using an ES module import.
const { useState, useCallback, useEffect, useRef } = React;

const ROWS = 16;
const COLS = 16;
const MINES = 40;
const CELL_SIZE = 38;
const GAP = 2;
const SPRITE_FRAME_W = 60;
const SPRITE_FRAME_H = 120;
const NUM_FRAMES = 7;
const ANIM_MS = 90;
const RAT_DISPLAY_W = 68;
const RAT_DISPLAY_H = Math.round(68 * SPRITE_FRAME_H / SPRITE_FRAME_W);
const RAT_SPEED = 180;

const SPRITE_URL = "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaQAAAB4CAYAAAC9x4bVAAEAAElEQVR42uy9d5hdV3n2/Vu779OnN/Viyb1XcC/Y2NhgMCV0QguBN4Qk9AAhpBBSKAmEUEKJaQYDxg0b995lWbJ6L9Pn9LP7Xt8f+5yjo7FIwK+P833Xp6VrXyONpJnZe6/1lPu5n/uBw+vwOrwOr8Pr8Dq8Dq/D6/A6vA6vw+vwOrwOr8Pr8Dq8Dq/D6/A6vA6vw+vwOrwOr8Pr8Dq8Dq/D6/A6vA6vw+vwOrwOr8Pr8Dq8Dq/D6/A6vA6vw+vwOrwOr8Pr8Dq8Dq/D6/D6/8ASv+s/DMOQKIqQUib/UST/VUqJkEAcoygKQlVBUwCIAQVQEIjmt3IaDex0igjYunvXO7OF/DO5TPYRJQxRZfJ1FUVBUZQDP6QQyfdpfs8oiojjmCiK2n9v2/bht3l4/V4rDMP2PpNSEscxcRyjawpRHCOFQiQgjmPC5v40FI1qsQRRfHFvb//tlXqNVCGHJyNUXUcAGqA0z0nn143j+KD9HMcxUsr2ftc07Tl7//A6vA47pEMsKSWu6xIEAYqioKpq4nTiGGIJcYxhGGimCQJikgOnKAoKgigIUTUNgE2bN/3FgoWLv2ClLCQwPTt9Xj6duZs4OZyGYTznUHY6pDiO8X2fMAzbDiyVSh1+m4fX77WCIEBV1YOCqziOUUSy12Kh4AUBvu8TRRG6qmKqOiKK0S2bRqlCqicHQD3w0UwDLwxIazpqx/dp7dcoihBCJF+7w0EpioKu6+i63v77w+vw+v/j+r1CMSllOzs5KPJDEkmJ7DhISdYkkVHczJYkvucBkE1ntoaBR+h5lGdn6csX7haSgw5pa7W+X+fnWxFmK1s7HFEeXs9nRVHU3l+tfaUqKkSAVBASRHOft/5eCIFu2dRn56hXK69yqlUQIGVESIip6Ujkc/bxofawqqrt67ATOrwOr+fhkFoOoNMpPAdmaDkjeeDSdR3DMvE9j9GxsZ/nM1lEFFIvFt9tqCqaorad3PxD3Ol8OrOlzuuFXo7jUKvVqNfruK6L4zhUq1UajcZzYJjfdjUaDXzfp9FoMDU1Rb1eJ4oipuZmqUU+07Vicm8NB1lpIKdKSCfisx/4kDzn+JOk9F127dz6NikDotijWiuyf3z3lVIGXdsQjUaj/cz90KMuHRzpEciAWAZIGRB7DaJymWB2Flmq8rXP/b18/aWXy/UPPCxluYZsuLgzJaQXIf0QGUsCx8Wt1ZFRTKNWp1QqtZ9Ro9Gg7iRXteOqO42ubv7576u9v6IY5IGgSgE0RUEVyR6vzc1RqVTePLBgwc+rpfKrkJK0ZaKjIInbTmz+Xgbazqd1hlof5wdZh9f/3fI8j0q1jh9LAikpunWm6mUqgUsgQ+IoQIYB//XVr8o3XPZyGc7NIkOf8twksfSZKU/hBS7VapVSqUStVsNxHOr1Oo7jEATB/3j+6/X6QVdrrzuO09V7r1QqVGpVSl6NunTxZIQrXdzIIZJ+coYjj1qpyOZ16z5x5cWXyL//1F/KuZ07r5JBQDgzi3R9nGqNSqVCvV4nDMN2QtJp11tXGIa4rkutVmtfL4pDasF1LQfUivRQJFLESBmCiBFCoCkqmqIhhKBUKiGBcrXEzp3b3gmgxTGLliz5j+rE5LnNstMhD2Xr4M53SK3PzY9GX+jVife3Xsp8hzj/am7ky8vlMoqi0NPTg6Zp+L6Ppml4MiCTzgAh6BqoGj/6+rfkVSeeJhcXBnjn6/+AN1z5Krlo4eLvbNi44VOlWhUrnWFgeOyGuWq1exFK00Amz11FRAKJBJKPsvWsleS9b3j2WfnNb36Tq696JX/3ub/miksulvg+pm2C7xH7AVHznnVdByGwUylM3WjDrkEUEoYhfph8bF1+GHY3GutwBu2AS0oUxEFodmvPCyGRUYBlGYwsXfR9ZMTgQN/PZeAjiNGBWrnY8fzEc/ZP5/Odv6+6CdfNNyBBEFCtVimXy9TrdcrlchKAVWtUyxUatTpxGB3071vGKIoiZJwYoUqlggx8ZODztlddKd9w+aVy7+aN75kZ33OJ51aJZUAjqBPICE8GuGGAF4VEMjHaURATeC/8e05+xhiv4VBr1Nr1QiEEhBEEEd/+0lfkg3ffw8svupg//eMPSCSkLBMvcDAM4zmZcSdK1Kpf/y4BT+sZdiJL3Vyts2bpFgpJoB+FEikFoCDjGBlGpLMZXvWKKz530fnnEXken/jIR36BlKiWRaM4i9Y84y2IudMZdT6LlnNulVtatdCuOqROvLvTIR0qYyKWIARCUdrnOpPNA9DX10dPLvtNiHnLa18nn7nnPplNpe9pkR46nVEnweG/u8FuvGBVVdE0rX2vB4yS+J2yI8uyGBkZuam3txegnSl5nkcqbWGpBpNzE1cQhfhT02d++I1vlo/ddQ9/9RcfpjEzyyP33Me//vMX30EQc8TK1Z9FqHhxRNV1UFS9q0a6dWiiKIJYQCgJwzi5IkmIQGoKaCpHnnyCeOd73sm3v/UNPvvpT3PJ+Rfwlle/RsZzxdPRdRTTSDIORSUIAvxmdNjOmg3jOZduJpdhGF13SK3329q/URRBa681DVHn/ouiCM0wKE9MXviO179B+o06bq1KeWYWQUx/Po/CwY6nc1/Pd0Yt49ZZI+1mRtj6fi2DemB/g1BB1RU0Q0XVFaSIE7A9DolCH0WBKPQJA4/Id1FljK1rBPU6V19wgbzk7HNYsXgRX/vyl/69r5C/LXAaxHHiCGIOwPtxHBOFkjimbaS7cX5bRKc4Bl03sSwLXVGTcEMKFg6N0JgtsXR4jPHtO/Cmp87SLIN6vXq2ahw48y070Amvzn+Wh7pa/77TfnTW37u1TNNE13UUoRJG4Lo+gRcSBzGhHxB6IYHv4xRL/Ms//xNbN25kwfAQpq7x5c9+WqJCqq8HzbIwTRNN09p1UM/zcF0Xz/Paf27VR1VVRdd1TNN83mdX+X0Pb2ddp/U5KSVe4CNUUFoPOwgTLD6CMIwRqqDaqCMUhSAILvngu94lX3LqqXz57/+Oh359mySWmKaJbdvtr9lKE1vfc34tq3WQu1FD6jSWrYhD13U0Lcn4fN//b69WWq4oCp7noes6hUKBfD6PpmioRPTl0jeO79j+nkvOPufBo5Yt4x1vejPf/cY36c3l+cAfv5++Zcv+szg7e6Gi6uQyBXw/Jg5isqlM1zazEIIgCJKN5nrJOwwVZCiJouSSgFQ1hKGBqvCa177mDe961zv55Mc/ynFHHcnpJx7Ph9//xw/juRDFeM3aoZAJJOg7Dq7roigKpmliGia6kXw0DBNTb16G2XUD3XIcnUaEuAU7x4eGjRX4r+995zeFTJr3/OEfSr/RuMxAJIFYMzLvNLIt0oKqqs+pI3VG392MnF3XPciQtAICy7KSK2VjWBZqMxgQqkIURe3/5/s+SIiDkMj1cRsOnuOiKRrX/+Q6ed7pZ3Hy0cfx5AMPc95ZZ4FmkM7nqZYrqALCwGszdaMoamfBMoy6ct+6rqNrKoauY2h6ssfQkFFM5AcQhRTsFNIL2LVpEwuHh4h8r4cgwjTN+wzFQFVVDMNoG9iWHWjZwSAI/tvrUMFW6+p2oKUIJTHuIURBnJzbKCaOIqIgee52vsDFF14sdm3bysplS1m2aIxd27ZCrQpOHYjbDrjznbXsQ2dQNT+ger7B1e9syQ9FZmj9PowDUA9AHkmGpCXZkQJq02FoTZad06gvWv/0Gk474QRsIdixeRNEIfV6Uluo1+tJ8bjpAOI4/q1RRYuS2y3jLDqi5FaE0+kQf9uVTqfbhsAwjASuatZonHoFnZB7brhJfvovPvzv11x5BWedcgo/+sF/cdEll/DyK1/BqgvOE/WZmbN7RkbumJqdASBn2fRlsgSNoKsO6cAmEyhSQcQCIpBRQk6RAlAVYk3BqVfpX7zoR1dfc7V4xeUvpzo3zSXnnMPiwSG+/Td/K2W1QhyEICWGYZDL5VBV9aD9dKhfEZKY7tZTOgkN7YBLCFCV5GS0YGFFIe4MhhoO27du5bhjj+Gqy1/BH7/rPTfb+TxBsQhhjBAHZ/SdbQqtAx2GYdehm87VgtxaP4OUsh35S0AoahOmFCAUUBUiGbd/Xtd1kWGIKhQ0oWBpOqoEwpDvfes/WbVsKbs3b+YNr341F115pajv33c5fkihp4fi7NyFnd+/8+fofAcv6D5GgAQ1bmaBQEwS5Us/hChmy8ZN9GZyjA0MUSuWSQ2N3FSfm7lQEfKgckTLKM/Plv8nlKQzq+rMlLqdCSf2SXY8CQVd0VGFhogFigRVKNSnp85GV3ntNa9mzROPc8TKFWTTFqRMiCKYB/O2Ms/W85ifNc6H8rrukDp/iM6HK5vGpr3xgwCiOIk0YwhDieN6GIZJFEcoiuIrMoYwIKhWyOoGGAa2bWNZVtvod8IMrRttHeRWetit9FfO6yOZ3wf1P9WQNE1rH3rLsgAoFot4nkcmlUGJ4daf/Yzjli3jD65+NT/43nfxfZfLX3v1KzLHHCkmt23+QHp48L5IQKG3D9cNmgYAwmqjqw6pZaANTUeJJEoEihQgFWIUomZ/jhQKdi4DSgxC8rrXX3PWxz/2Ufbs2MabX3sNv/jJT6jXapdl83m8RoNqtdreL5qm4TjOcwuk8351e3WyONvvPI4hSiAlycGwjaZpqJbFhz74wQ9v3bAJU1XYv3Mn//LJT0o9m02cWRS3923n3ukkMrS+VuvqDAS6DU/Of9etJ50EAUlyqKAQC9p7OW3ZBJ5P5AdELcdkp3GrdVKmSVoz+eZX/52XnHo6uB7poZGbCH1Cp0Ecx0bybqPn1LS69l7DEBlEKEKgK4lDUhGYepI1IRRWLlmGrar05XMYKBAGpNOZOzRNwwnqxHF4UP1nPknlf7IB8435i7Xm16k6bXb7c0IhnUrfF1eq/MHb3ipuveVm9uzYju80iKcmLiNtJ05pXumktV9bKFbnvu68365nSC3YoZW+tvH+ZhZjGRZSIdmwfkTs+eAH+E4CX4VxRCSTA5qxU7v7e3qpzs6xfGwBZhPusCyLbDaLZVm4bsJw8TwPVVXxfb8NH4RhiKqqmGaCC5um2TWHdKiM6VAsv/lXi1XT+veO42DbNoVCASR87kN/LrW6y0mrjuS67/8XI0NDfP6H/3U8QwM34jUYOvKIrzy7ZcMnXUJCJIZQiSoBhJDJ518UAoeqqqgoqIiEAt26f0UghUAC1VqVmYmJK8jYCCGif/7CP/Dko4+w/uk1XHLBBdzwi1/eHAUBigTHca5o4c4tfL8NL7SuZit161e3i7+tgn3Q7DfyXBc/CHADHz8MkIpA1TU0TUc3DAzLAAXGjlj1hVq1TL1c4gN/9F4eue8B4ompcylX8TugsSAIDoLHWnvWtm1s225j9C1YJAi6k/12GqX5RjMMQyIkIQEhAc1KD0JIFBVUVZDKpPADlzgKUAVEgQfE3PGb2+SZp56GDEIIQyxVB91kbsvW92FaaJrG0ODQLYeq2SXGTOtKUJmcUQUhVBQhiJu5gqkbSTboehiKiiph++atyCgmnJy8AtvG0HRSun2QDZgfWMx/jv+TQ+qEfbvtoFrOIIwhkgcINgoxMkrQCiEEpFJEMj5lcufuDw/29SeQXhBy/Q9/eDNzc6e18itNab4z9cAFSfYs4zCxDcQIecBXtNCwrjmk+ela5zdupf3tFxc1qa+hJGpGi7ZtMz03e7GqqURxYNdrFZYvXsTYwABz01NQr7UPY8tAdCpDdEIdnWyllqPs1kvtTNXbBlRp6k+0e1WSF9JKCaWAVDpNKp1GUZNivm0ZWKbB7MS+y771xX+Sa+65l7dcdTXLxsaYK85w1WtfDWlzLZEHtsbMzPTFq1Yf/TnfC9GFgmEoqGmdJvbQ5XS/s/Ddcr6gHFTzUIgQ2JksfcODNxKH0N/z6MVXXXn2vQ/cT71eZfWqlfzT5/6WvZu3fVLXDHrS2RtNy05qR82sMW7G56IjKxIdf+421t6CfFvZiR8GiXGOI8IoSuBJoXRuDIgl9f3jl+/fvYfI81m1dDlZ08QtlVeBQhwczBZsZYSdSgyd+6tTLaJbGVInqeJQhlM08fUmyp6Ad63WDRRiCb4XYlop9Gw2+Ze1Kt/95n9ga5LZyXHOeenZpLIZ8Dx6jzjiqwQxTs0ljmJ0kTTIJ+QJBdQDZ0lX9K44YIRIesT8mKjuEoYRMQIndChVi69Zv/5pLjz/PEb7+ihOTqKNLLgxLlVpVF0EagJxHaK9pGUH/yfI7r+zJ912SIquEikQCUmyowMgRFMkiogRSBqzs2iG/bgfkl515DEcc+QxXHj2uVz/ox+CQkwQQZAQ1KrVKqqhUmlUCeIARRNoqoAoREQhhqqgqAIhJJEMm7l2lyG737bBD8XEE6qKIhQMVcM0TTw3IJVK3Q7ged6AJgQpQ+eJRx5l2aLFYCZQXYtC2IooAWq12nMik/nRSzcK3r8tWxJCRUgFRSqoUkGVMYqMEUQgYmIREzYBighwPDcBRpwqfbZ+y3999St88G3vwApCvvUf3+AP3vYWhk885lQiDzIWM5XKpZlCz+1REJE1LRQgiiNiItBisLtrpA+k9jEhPlINUTWBJkCJE8psLJOY0yemFgQEAlAFsYjVl150PsI2yGQynH/S6Wx79Km/Diemz9NNC69cxTAMpmfn0CybSApknFwJvi0T2Z3W1eXVGfm2WVC6Bq1MUEnqKiEhQRgggwAQpEeHb6pVytx/1z1Ui3OUp2dJpTM7SNnomnIQDDd/L3UGW53Rc7dhnN/2vdqZcKwgoqbUl4whipFx4qLqTkTv0DBVx8etVBGZNNs3PCPTashwIY2MPN79vnd/IHf80QLDSFyancbO9hE0YnQ0CCOC0CMUAYEiccOAKIrphn324xBfBTRQUbAxMRSVeugTZS1ue/ze67734++zYHSAemmOi88/Hyp1lFw/KbOPyFMQQjvYyHdAXvFvI7zMC2LnM4RfjAwpCWzixLirB9ihYRQQxQExSaCV6utDaAYLjz3203/+yU+JJ598ipmpSfIpG/wgjWaAIqDFF5CyWVsM8cIAKaOmE4nb9gISKPP5WmTl97nJQ8E67UI4IEXHi2uylKSUqIqCFwbopkEYh9i2vQ8pWbvmabK2TcYy2wejBQHO79foxN47D3o3X3AndtxyyK1ibBxJ4riD4BFHB7OyEPgypu44ZNMpkJLYbRx3/Y+vlaceewwnHnkkK5cuY+u2LczVKtBbeLzSqF8mDY2ekcFbPT/JCAljlDgGRRCJCF8J8PG6brjaxlrERDIkigLCyCcOI4SUqM1YWqJgGCkiVWX71q0fVgYH7/nwP3xBXHfDDRR6+rjiZZfww299G21w8G4cF0GTLhsHqKpy4Pt1EmJiiZDJ9WLg7fP76xRFIRZJUb/1E7TUF6IogiAACX/+oQ+xeeMmejI5Lr7gQn747W/fhh+gqgeyofn7s1V7mF+n7Lah+u++fgLngIKKIfQkkxGtwE8QRhLX9fBDMOwUQRhDo8ayk08Q2zZvIGubSBmimVoZRSFUwZUCvylmaegWhtDRlCZsqKkomkDR1GYm04XAStOIlMQmJcobyT0KNcnsfUWydMVSwsBjdnKCk48/ATIZirv3XjOxd+JqXdeIw/g59PzOuuN80kInLKo2kZEWqnOoWmVXMyQlAbx1BKqQSBklNouE3x8L8Bo15opzV1T27bsS32ffnr0sW7SYo49YDUFotzZ/3KyZK0Jgavpzko/E3sukRUSK/6v7U36fm5yfarahuybFUEiBbDbIhjLAjTyc0MMLA/LZNDNT06+J/IhCT+8dO3fsYsu2rXzoz/+Mu+66A2ffnteEtQrIBLt2fQ/XC1BVnXw2hxLLZh1DNptwmz+DFKjihcegOzvq50u7KIqCFAfYwVKA5OCooNGooQkFQ2sWE8MIz3GGP/7hj/Cxj36UWr3Onfffy3/+8AdvPeEVV4i4VDxFaKoTxBGlUuk5EZYqFDRVa9daumm42lCOAKkI4g5twpaYroKKCjhOAwGYismylav/gSAiqNYuni5XCYVk5crlEAfc8o1vSEKvfTiGBoeo1aroikBVm5eSSPeoqpp8VLrbr3HodgEl6bVqGhFBjGgWxIWQCFWAbSKrZS646pVibMkivDDg5Zddyp233gqzsxcmKg8JpEtzf6AkNbcWSUBVEgQh4UCJFy16biMY8yi6Uj43C+hEIyzLbMOPQkhIpbj7pz+Vxx59DEuXLmXjxo3Mzc19D99Hsy10U0dJeALtPpVO497J0pVdIMm2zsh8ANQQKhoCJZKYus6qo49+bwuJIQzpWbzouuHFI9dXqk5SL2mehU5SQKtUMZ/w0HnNJz7N70XqdtYvYkkckQgCCxVd1VB0DaE32zU0DTOdoXds9MbcwrEb9u7d87lqrYJtmByxbDmbH33sFuq1hNjQbMlp7d0WA7pFzBGa2oLRDjAo47C7DulQKWn77xCoJBCWFBCZQEpBpkHaEmHA9NzseQuHx35qqiYE8J73vIcly5cxUy9RqZWgXh7RAg9kgKIKqr57sdANPMeHWKBFoEURsQyJRYxUZNJ4GyfMs25DHJ3MlXYkpKmI5tX+XPOjZVnUajVMXQcJpYnxqyZ27/n1pRdcwLPrnmFo5fK3/tln/zYxVnGIkrIezw4N3K1oKn4YX6iZBkJTiTujZ9n9zKEV+bVqg6hK8pwVBUXTMDQNVSiIKEZKKNh5pqenLwNBvVoD00Kz7OmFy1bwxNq1OG6Na17zSr7+9S/j1UpXqtkUTqOGIMZtNIhljIwTSrmM6fh9fEAVosvOt2V4D9DdSaiyaBhSoBOiIzF0DdVIYAy3+UwwTUrVCr5bY/XyxVAtLSQALRSoqAihEkmBG0b4UYgfBknlLPSJPRfiCNEUIEZJsoZukRpaBrGzt+SAAeUgZxF3NM6qqoqVtnBdB9PUSadS0HD46Ic/wssuvABBzPT0NFGcMGdRkppTEMo2BC+EaDr1jlqKpiKbz/2FXlGcwMpRFLez7lagoABqJPEcF6L4330/UdpAU5jZteON9UaDdN4mPgQZYb7ixn93/a6Q6Qu9XNcl8H0ix0eNYnRNO0BEs0wU00TqKrGmUK6WkrKI0/hEaXYO13GQXsDffPqv8IvFK/BcFCTplJU4JFVDVXQsM4Wi6qi6iaIayFgcROV/vuSc30upoTNl7RSmjMMoYUYpSkIflTGu9PCJCEVEKCQDvX13b9++449UVYMg5F0f+BNxy623sm7jBrzQw86kd2HryEadUqWIbli3W7aBqmgENTcxxk18MslImiWGLr3blu5UqymwxfLzfT8x2rravDRULYk+EjaW1pYIioIQEUmiWg23Wln+pte+lpeddz5LFy7i/rvu/O4bX/9KMDSHKAZVY2L/+NWRUBgYGLxDqApxfEDhofPncV236+wzwzBQ9WZUZSjoZvI53TDQhIaMIHLDZte7Fu4fn7oyneuhVixTD+PCl398nfjFrTfh+w1WLB1lqK+H0HP6IETI8LxyaY6+ngKe4+K6zefsHLiSz7tdd0jz1RIktOsmBwgrsoO0AkEUoNo2Fc+5IFBh37591KplnnjkQViy+DsEPlHnuBZFNIMWDb3Z7Js4wmbhXR44Y0GXSA2txs7W1SIKteSb2nJNHfu8cy9EUeJchAChG8zu3fO+JYsXEvoe0xOTjIyMMLB40WWoKrHvU6lUcBwnGQ2TsVEMA8OysAwLQzXQVAPLMDEMFVV74TOG9n3FHZFODCKKUaVEixPSBqnUGwxD4+GHH4ZGnf4FY9emsinGZ2cu9AP3oMbg1u9bTN92U3Hzmt/82vlMO/9/o9F9jUYpJTJIRqboyoFgWQglGauiaMSo2JksjXKFVCr1t8uWLWPV8uVkLBMRhXhOY5Q4BBmhKCoiTsgvQoj2RxQBTWg6jDukhaIukxo6Yav5opAHfX5efSfBpwWO7zEwMPA1Wg1bps6+/XsIAo8TTzqem37yk1/KyclLRKsfqUnl9jyvfYCek5l10SE9x1B1ZEiKqiJUmsoUygFcXFURTbjJd5NerNLcHKqqETW8vgWDg2x99llSpsG6Z9fz0X/8x3PE2Nh1pFKgKQyPjV0vgT0T41frzch0vipFt2Gdg7HxpvMXSZYk1IRxJhQFEcaEQUCtVCebyt4+OjJ6Q73u4EWQGRq5e25839VHH3c8rtfAc6sIAtIpYx9E5Pt77iaOUDWR9HpEcbt3p50ZNdmaL8rBnddr1oZY1ETFG9m0aTLh/gkhMGybbDZ7Z6VSoVqtYts2Rx11FJtuulHSokwrtMevqJ0btenwkgeq/FYyTTfIKvMzpE6GYetjm80qOLAPpKSQa7YbhD6FXP6Zod5+6uUKgwN9ieFP2TMgkyBG7WATChKSgzgwF631OyGSZ/tCr9Z9SSmJRdMhhRLph2gxmIpBNp1jdseOHwoJc3MzxDMz16AKYmLsjH1HdIgMqVMd5vlmSN1uiBZCoDbLKFoiQ5k0uXYQrSIEk+XZsxVNx0qniGL0malpNj67gWqxzJIFY6QMfRpdS6jizdqvSKgBgJKYcplUH2VH7ShhU3ZZy65Fkf1tig2y2U6nKjqaoqErOrqqJU1pisLc3NzVuWwmUYEVgtlt2z7W19fHsmXLOP6YY/ne977H3r17f42qYuomqqrieAFxGJ4rLA1F09pFUEVRCGVMEEfJZg5feAN9KP2q+TUkKdp1vOf4xZ5Cnv6+Xnp6+3GKxXNfcdmlH7/43HN59RVXUBgceMtMqcjcxPi91OqnIATlWv2sCEHNcRkdHrk+hrZB0zQNXdVelAFuB82dapqOVtNkB0aL2oRp89k0QRBQLFZJpdOY6QxhEGCkc9ePT09RKc9haiBin03r1/yaWvVokOR7C9Tr9YOesaaq7WhOU1T0Lmt+td5zCw8/YLCVNrmm3afTVheIqFUbEMcUi8UrjzvuOLZu20IURZx99tn81ac/DYqKqumYzT49RWkqisQhfuAfMJZxlGD0Ha0Mz7d/4/kYrc4mxvnw5cENj6ArCqap4tXrEEWoafu+fbt2snThAgb6+pmamgLPzUeedyJNSSjV0BPjG9Lu/I+JiYiIm7srjmnCmC/s0lU1iewRKKpKLCRxFBFHEYpMmmOffPJJgiDgsle8gijw+PIXv/iTYGb2dEliWzqfRWf/1P9tDanbWnatvaqJJqwsgSgmCMOmM1KIEfTk++6bq1ZQTIt0Or0jDENsw+SUk05genw/asqeTBq9w6YkVniA1CGbiFkzK0iehTjkgNWuOKQwDA8prNdKZz3HR0ZxO8VvX3oybG9seOR62WRsIAR9Y2O3EEtGhgZoNBpomoZtmOA4NBqJdJBl6qRSqXualgPR0dXeMhSt68Vg2XWyZuIk4CKOJaFsbUTZmlVIvVrHqTsUxycutvsH7zn3rLMY6ulhbOnSd2x+4vHvrd+4Calq0Nv7OIFHrqfwoBO42Olk0GAYQxAcLLwpSTZA2EUV7INYds3QNSIiipNoOmFyJE2HqlCYmSmhaTo9PVn2jk9does6imYkLB4v0QyzNIXLX34JP/nRD4FYierV1a2s+1BS9iJ+8TrcDcNowy1tSEsHXT8gdXVAxyvZA/l8HhJl4xv++h/+QUgpGRkZoa+vL5GMklFyslQFU9faPSstDbCWunkQBHjN8xTHB85ON9/toRl2iYFUEc9poI2JiOKQMAwIgyhhWakqE9u2yoULxlg4MszE3j1YlgGWVfajMBNGIQ3PPaBFKYBmX5DapMPozZxR0bozz0zTNBTZ1MnVEnJOa28hFExN56pXvZJirQKqwjFHHY0IfHRNfSSWIVJGpxxKEqyTMTffyfy/hWWnKEkzexSGiTPp3APNwDIGnMjHtCy8RoNcLvcsMmLvnl0Enkd/bw83X/eTBxAg0mkIQizTIoxDUlYKhIKhG0mKywGH3WowT8o4XYbsOiGF+dTVlpFUm/1HB35pbcZLEITYtglCIW40BlsqDMiItG1hmuaftrqINSVhcbUZMCLBKoWitDdXN1/woRiFB20+BVQBqpJQZOd3b2ezaabGJ97dky/cPr1x0wercyWypgm12rd3b9/BkmVL0VKpdyIjsGzCSKKpBgoKbuAfyI5UFQXxHD2pbmYM899tCy9WOtTbW88+k8m0DYpt2ze2Dl6ut5c4DlEVGF25HEvXiUIfBLFq2xvjpvhkkuo3r1gc5JSIu++QOg1I8lFpbbU2VHVQ8T+UVKt1JvdPXGHbaWg6MSlj9u7dzeBgP0QBxAnMQZNS/ZwItmOOTBhHB+o1avcypEOJX7an5CqJqkHUZBgGUXgQtdcwdOI4xPcc3LnZ8/7kj9/HguEhKnNz7Nm1k3K1AmFg29nMfcVy6Ty7OcG5Xq8fsDJxTEzchu2axLYuFgkTcdi65+LLiAjQNROCgHMvu0y88jWv5sZbbyEKfOIgpDQ5Q1yrXWIIQRz6mUSlQj2oqbkz4znUmJxDlTNe7OGLQgiEItF1FVoZd5vdd6BryFINbN1oKd84xxxzDIZhMLJwAUceeSQ/+fEPWXv3nRKZwOhhEBAGSZ3T8/0mEaYFpST3rCsJ0qHpXc6QngtrHHwlD0IFqTxHh0xF0Gg0sJpFf4RkYmL815qmUi4XyWQyVCoVfNf7FzSdlJ1CTbJMlI7NPL9RskWnbTV/vdAvtZN23XnfigptaLb1Sza1z5oNnqEvWbRw4X+gG7z9LW/+l9B16MvnqI7vY+O6dfzdl758fn545Ft4PvVKOalBKRoKSeShyIOzFVVris0aWldhnYM03ZoQy8EPhuZYhuTZO46DYegUi1UUGZNKWVRKc7jlCp7boDeXhVqVTNpODJxpr0doKLqO7/vtwminLJEQ8kU5yPO1yZJMtIWRPzdjbP1MzSL2jWo6zfSO3X9UKBTwfZ9cLtcMzOITiCOIIwgDwtAnjoID0Lc8IJmTGK9EoiehBHWnvvDb5owdqg6cFK3VDkgqRAioVqsY2SxhEOSr5QoLh0eZHp/k1zfdwplnngmq4qOpGIZxt+u6pG2TfD5P7ATtPjPZUfhtq7t0wyhLsHQDq0nOQVMRaqLP1zJ9W3fupFirUKqUqZRLHLdqFcrAwG2bn137N7m0fbeI5XOyy/kiy4caHjp/cOmhrm6vxEeIgyx8K3NSmyGB4/tJIi809J7eR//4/e9/w4MPPcTd99zJ8OgwlqFx3EknHQ8gLKNt533fR1ONA+9N0m5paO+l5xlM/l60799WQ0r6Ng8MZZIRRGHUHnMmkaRTKTwvSV8JQ0ZXrBRxHDM5OUm9XieXzbboMe0HKiWgcgCD7jSW4uCspZvwxnwNq/kPTkV0FBOT309NTV2pGBru7PRZY6OjnHbqyQwN9LN35w5C3wNFCd1q9WJSGdK5HuJIUqwU8cKgJTSNIjuMZueYAhl1bSN3HrBElDKBWbSDFKwTNe6ImFQmhaYJNE2htyePDEJyto2lCbRYsm/PHjauW8euXXsSzcFy+Swch1q5im1nkM3m2lYtrl3z72C1dfNeW3u5U6YqapIpZEdQIISCIjRUVScMY7KZPFHdoaen54n9+/ezZcsWwshnbmYaVHVNEiRJZOgThf5zJPoVRUHVjINmbnVCKl2Jmg8xn6nTGR9q5lmrfhKEAb2FHGG1QiZl78qlbIb7+7jgFVfwkjNP55Wvvhp0zYmiENO2CYLg9CTr68wkWsawM1PrDmQXhmFifKUgEjRldJpGWqgJxd4ymJibwc6keMtb3sq+7dv53if/Uh6x6shPZFQdZPQcJKazV2v+IMb5n/tdCQ/dqg8GMiYKvYTGIJpkg+Y7MBAYioYArHSKxsTEpXNzpR9W6jWOP/EEDNugWi5DNr12esvmD7izc6fLMDqgX6omKKyitGxx4uo6CWFddUjRvL6E+YyTOIr4bXayM8KM/IBysfiqTU88KkeHB8mkU004ID6gEt7cUK33Fvl+cvea1m4mjKIILwxwfb8rRdFDSbscNMSt+fA6nVH7oQpBf1/fDX61Qa1WW7F965YEMQ8DBvv7mNi/l/LeffdZg0O3IxUIk3klvbleLE3H88P2ixFSaR+IMA5xfZ9Gl+nQbcMkNDSajYSIJqMmeR4BMVEcU/PqeGGIokK5NMfc1Pjlmm3y8F33yKxhcMZpp7F69dEsGBnFdXzI9zxIKoWdziTK4YhEZVrK9kcpIyIRHaQO3S2svWV0DzXlsmUsO+cVtWqW9XodNZ1mfHz8cikjdF0lDANWrFzGpkcflngNkImqRdpOUavVLk9ZKcJYoqp6e+BZi57cUsPuJrNwPkzXeV+dRrdzFIdokt6jIExquLrOzNTEBYYiWP/0GjY/9CBr1zxNbuXKU9BU3/G9U1RVQzP0R2oNl0qlhpoyDnaMbaZdc9qH+sIb6CgIiRNSFGEcEcimnFdT4gpF0JAhe2Ym2b5jBwjJkpFRdm7cSDw7e3p5bvq8lqDwoZCDqEMJ+797zr/t6jZRR9FUUCFEEsbJyPYoksRRk9UaJ6M5aqUG9dkSqZGRW6Mowk6n2LRtKzGSsbExtj/0sBxYtvwrVl/hEUXX0YSC74WUynWkhKhD4Wt+INNVh3QoKZ/5XccHag4qmqK3BRtVoeIHAYqiYGWz5HPZn7/uda+jr6+PhQsXMjUxmYj3qSqkUlRLJQxNQ1MgaITJho7iNpaSFEPVgwbndctYdeLBbaMVS2QkkWFIFIbEYUQUJP1YrcKnrmtEUUQqZe098cQTmZqcYHJqAt91uPD8C/jpT3+aDDyrVkHVmjTNpN5g6dqBHphDMJ+6zdJpFdxlHBNHIUSy3axKnGj1KZpAtTTqTu0qTRdYlkbaNugbHrwpmpk67TMf/TBXXnppMn4kiJianObhhx+Fhns0kUBRdfZPTl6uqBqK2mRRdjQcK82+iRdrHZB8SmAzCfNGi6tNmE0nl80kfSa1GguPOebTe/bsoVgscsEll6Cqgltu+iW4jVMQEMUBQhEMDw7fNFeaO1CLULSOPZYU4IUERNy1d9o5ZK1ds5o3eK5VM2kLz0YhkYywbRu/3oAg4I2vf8M/xWHEpS+7mNGRIQxNYfcTjz6OoW80DOPxIAqSMTKaeqBBMoranfxh65eMDzJoLyhZRdOagq6J/prQVaSmEAlB2MRtLn3tq8Xb3v1Obr71JrxKlcWDQ6hegGKnHikU+u42Nb2dEXQ+m86Bjp0MzPmf+9+C7NqEspSFUCHqmMXluwG+4xK6AdKPyedSpDNZZjZved9HP/4RVqxawapjVjM0NorrNXjPu/4QBATF0omVuTkaToNM2iJC4nkS30umSUspk/PbMdi0qw6pM1JowXYHqwU3c7eYpE9FmaccLEHXFCK3wezMzNtPOOEETj75RDzP4fQzTqU3XyAKwnbRSDRrSK0GPQ6iIrcKd0qSgndhtSbGtui/nRNjAYLmaIHQDwh8n7A1KdJrqZJHWIbJO97+9jtWrFzGS1/6UhaMjqFrCtNTEzz5+BOAQq1Wu7w5ToxquUqpVE2MuJ+cVF1Rm9MvNXRNx0ooml3NGlqMSt/3CVwv6foOkmgziKIE7jB0TNNgaHj4l8VaEVVRCDyX8r69V6k9hUePXX0ED917D/v37GXfvnE2btzMH3/g/4CdXY+qM1ssMTQ0dJNmqLQu3dTQzKT5VjcMNNN40RxSO/igKY9yCNi29ee9eyde5TgeUShpjI9f2tPTw9FHH03g1FEFVCtlMFSHWgXVtnAaDVzfbRuLUB44Qyjz5Hrozn5usWNbrK/OPW6aBqapYhgHz2eKoqi9D1p7IgxDFo4t4L3vfQ/79uzFd1xOPPFEfvjDHyZDGFOpBHYWKrahJ3W1ukfUPCOtYMcP/OZ4jrANkb6QyzR1hG6imxaWkYz4UDWFWBX4cYQbBcwVZy/wiZmtlIgCj2NPPJkTjzyG1519jsRxUJvnvmVgTdNM6OwdtZTfNi3W9/22zTjU9SIwG0AoyCZkGslEfSMOo2ZgmdiWJx5aI9FV0un0junpacYWLqBn6RIUTeXlL3/5AXtoWU+pqppMiuW5bUBtb9K0y12nfc9PVw/qV+mc6CoP/vISSRRHmIbenmO0e/fubytIMpkMw8PD7Nu3j3w+nxyUWo1sodDG8NPZVNLJpaltZyXbNSbZte72+dFiJ24sO0RAOURzZUvRWVgGs7OzTE9Mkstk2b17N/0nnMDw8DBnnHFGImUSSxE3HHzHx7ZtdF2nVKp0RLHz+6AEootzglrvsXWPIk66rmV0AK4K4ygRXQVmq3Nn5TMFal4NO5cmPzL0y7//4J/Iu2+7lY/9xV/Q19PL9NQM+/aN88o//oAgjAnqDfbun/g72cZtkp0oxAGtwtafXwysvZPEkjinA6XhzqCrRVoZHR3+eaEvj5nJMD4+fsvixUvxfZ/p6WmOPfbopEaYstcTR8fi+1iGQaVSubjFGG0/R9msqgiRZGX/F4PNfleyyv/ETO2slcomfCqlxPM8sj09fPrTn5Zr165ldnqa5UuW0rtoMRvWP8szzzyDrNdPk2GIYRjtab+mpSaKG00Jn/m9O12Dr4TSpiSLDnhQCgjjCDcMyPf23KlZJnv37qVcLEG9wcrFSzliyTLuuuXXUnbYlU60pJPQMF/keT70+b9FapBxU+07VJpQXVKrbQVAmi5w3Bonn3mC8EtzvOvdb7/5+JOOJ5VL84Nvf5snn3kaocLiRWOsu/s3MnIbJ6azWTQBTsPDNsxEaUTVQFGbio8HXMrz7f39vechdRZhO/+s6zqKFMSRhGYDWitSCIKAcqWaZBeqyurVqy+anJxkYnycNU89xVOPP8H+vfsYHBx8a8vjxDIpG7VTrCiCKEzwUOIXdQpjZ3TccsiKAlpriqLQmqSOpvMSGum0xU+vvVZWKmV6+nu567472LZ3G9d/46v0jAxw0603sWvNGpkdGb1RsUw8p4EiBLm0hdVKd0UyN0YKCKOIIAiJZUQ37fRB7EldQddVNE0BRRIREcYRXhDgRwm81ZvteVAF0roJcUxp+7Z3P7tuLX/0nncRBB4Dy5axa3yciufB/vGrIHl+xx9z9MfmiuUz21Ok4qSnK2r2dBHHz39X/x4OaT7cEoQBEknY7BVCxKiqfhD9N46hUXWpl0osP+kkUa1W+eUvf5lQjOt1du/czuQzT0uymWemx/e9XWgKw/39t7e+h2EYaMaBzLuVdXezi7+Tujyf1BCGEXEIUdAqRitteFLTDExNJ522mZueuPDRxx7mne96OxPTEzy5/ml+9N1vcdrZZ6DqOrVabUW9XHppSqhoUUi1Ukm+t64jVQ2pGsnXFc1LUdAUpSvSQXEUQuBC7DdnbM0/0wLHCXjTm98uzn3ZpXz/5z9n896d9Az1kU/bfP8bXyd2PWTgNyNg2RFsi4TIpWjzroOdzv9WDal1f149xFQ1NNXGcUMU1SSQoFk6MQH5XovZmT2XSM09ES1gcOEAt917F9UgYPv+/Tzw8H3ohuCmG36Bmss+ReihhiFpXSfyfFQVSuXyhbotCGKJ4wYgYG6miPI8Z1z9XjtB1/WDplxq7ZQ2YV20yABhkPRrdDaF5XJZ9uzZ8zoAO5O6o9WDsXTpUgzDYG5uDi2T3Us2i1evNzWgIpyqC5Ek6pjA2eqC1gwd3dTRda0rxqp1P52RXEu7TwEatTqO4xCjoBs2CB07lUy7deo1SuVpdAu27d7InF9mLqjy2NZ17CpOgCbYs3sHuDVAYmkqIgoZ3zd1eTZr4UXNIqwCUlHQdDN51kJtEym6VWtoQTOKolB1q0hNUnLK50VEmOkUiqYTeREiFuixihZKFCeCCB5/8OGvz05OcMYZp1JqVNi+dyfHn/MSpmpVPGIbYqyMTRQ4DPTkHlJam1A0JV6Ik0bNljZTlx1SEARtjTHHcQ7oBXqNpnZbQrc3dKs5MVlFygR6SxcKOBMTF5umzgUXnsfo2DDLly3hiBUr+fCf/TkQ09fb82jouAfqsJqKZWpYloZpaqhGUj/rbPTu1r3+NqaXgkTEAYaRSEI5dRckaKqFjHUaNY9atcq13/veb2an97N733Z2Tu4gNZxl/f6t+BaU62UalfK1GUUpitDHVgQZJRktodgWga4TqgaxNFEiHSUANYiRsY+ULzwpKVYEpHR8NZlTFsuA1l6rlmuX9GQKBLUYkeqlgsq0AKcnQ5g1edMbrsGZmubf//mfpFAUgmo1iYrjuC0CbNkmnh8RRsmYexkLgiDCdz2i0Ed0mSH6PwaWSlLX9RoRlUqNnp4cs6XiJZZlIYlw3BrlyszpfYP529xGeemO3VvYun0LbuSxZ3Kc4YUjBLHHwrFBvv9f38Ub3/OqoFw6XW8GECnLQtfBtu07xifKFyq6wErpRDH09vW1xXm75pBah7NTgrwTrkQkEFsURM8x4oqiUJotsnDBwh/7jRrveMtb5JIlSxgc7KdSKbFixQpWrlzJPbfccgcdXc31ep04jvEc5zk6UMlIBhW1mTV2s7bQ2WvVipSljMgXCuR7e5mZmblGVSHwfKYn5+jtzSEI+fBf/CmLFg5TrhWpeTUmyjMcfepJPPbMGnbu2cbxxx75HiydYGbyLFNV0RSFgf7em0qlesI8ao4sgKZ6cSiR8YvQ5d1BVikUeti1Z+cHe3v777bSKSanp66wTZNUykQXIMMocRxhzP5n1n/2H7/weV5zzav4xS+v5/GnHifWFO588H4+9VefwRwd+hFxSNio4NRrFGcnUYlQkc/tPZIJh7HbDqmTonowPNeh6ty8Dso4DIXS9PSF73jHO24zTZPFixezceNG8vk8q1atZP2z66BeP1rJZteXSqUr5opzWJbVDiYODpJF15WgD1WA7/xeip4016mawE5ZVKsOjZpDaa54eSGfY+O6Z+SHP/wxjj7qCILYY2jBELfceSsnv/R0rv3ZT/BiP9E8S5nrkYKZHTveaKVMQjdA6Ap+LPFjSRRJojBGhAmsFMcxUfzCOyQpICCm6tZQSEYwCMBQwDTN2yYnZunJFKDu8aY/fNfHZj0HUUgz45R54rFHedXLL+XBe+/mu1/9V6mnLYiDlhwfigL79k1dYVkWqq4ThhGunzT55/J5Mpls20b+b9C+aSZ0CKi6DTKZDGEIfYX8bXHo4zfq9ObzxK7be+4Zp8mLL7rgZ6edejL9A71kCzkGhwcoludYfdQqqo0qp512Eldedfn13/nPbz5s5FKUZyeZnZm6bHpyjkLeIJO276hWGwd8gSSB87rtkOY3Eh6YcdJySAnkErW0jQRIRaLpCtmcjVsvY+gKpqVx/AnHMDM3zc9+8XM2bdvK8aecxJe+8mWKe3a/PZVJY4hEyj6dTyVFNFVN5M5VPUn3UTnQFdM9VtJ8CCWOY2IklVoyOmFqcpIFC8eum52ZwbY0VHyOP/oIecWlF8kzTzuR1atWMNCXZ/XqIwiikG27d5Ip5Dn77Jfwfz7wvq+/4iVnSk1TG4ptJnWEKEDGAZrSJNw2Ma0XK90/WMNMUq83WLhw8RcBdu3a8+7RoZEbE1JHQKPeQNNVZvfvvRJT5+//7m//0jA0pqYmkDLCcev853e+xbbtW/jq1/6Vvc+slYhknHc2l2Wgr6/JLJSJpEyTzXYgO+o+1t5ywq0JxbZpoSk6hjATeEkxAYVYJjW0IIxwXQcE+EFjYPee7Vx+5eXccvut3H3/A9x57308u3EDr33tayGO9amt297fPzx4Y08uhyoTOnIQSjwvxPOjFuBPG4jtEknnt9U7IGGsxpFkYv++q0QTPlRERDZr49aLKy5/2QXyb/7qL7ny0rNZuWIpuYyFEJLB4SEeefJxFi1byooVy/mLP/8gr73kYkno0D82eC1INEtnYnzfNboq0BTRVMA4WGZHdCnwCMOw/bUVoF6vEgO5XAY7ZRKGLhgKqWxqR92ts3PPTu576H527d+D0ATDI/18+lMfZ3zbpvcFtTIQMTs5fnGjXmfB2OCNURQiZDLxtkUAcT0X1/GoVRv/a5Bd63u4QYyVMlE0QRT5iSKOpZM2dR6+50751je8/ubYdTnpuGNIWyZT0+PYaQvFVJmtzDE7O0X/QIGXnn0mR65azo03/oKzTjhWOvXKGwf7C7ekbIPJ8elL81mDXCZFreaiAI73/AeI/l5KDa2ouQUtzH+4dddBNQ3sjE2l3qDhuRiWThh6eG6VMKydji254/Yb2b5jI9t27yDUBGs2baToNai4DTKWMV7bv/cKPQwoGM0CuyrBMAhRk+KcDxYaGtDwPKIXwUjPJ3T0DfTjRSGDQ0MUizMUcin27Nzy4WOOXCZH+nOETpkLzzuT8twEioB9+/bQ09cHqka+0MvIyDArli/k+GOP4qwzT33qzht/LlFhanLf23t7Csg4TMaFx00xCqGgKsnMqS6357Tfc0tM1NQsdu3c+Z6li5f+x8z0FDKMsQ2dTDrF5N49r+obHbnh2//2RXnnXbdx7LHHsGvXDoZHBpiY2EdfXy89PXl27tnOgsULzyelUy3PXS79BlKGbSETZX54+yI5ok7nG4ZhwpJsBEhfkrJSzEyXaDgBQklGN6s6ZHM6m5598m8GB9I/Smc0Hl3zMGs3PUugKOybmUHoBt+/9lpu+Ml1Tw0uW/qv3vTMWQoQOQ62pmFpAl1PpqY6vk9ADKqCG4QIRevavXa2DXS2cQiRzGESuvZLAM9rkE6b3HD9j+W7//BNX3Srs4iwwVGrlmCoEVOTE3ieQzqbRSrJCJaVRyxl1arljIwMcN5pJ8vZ/XveRuiye/um9yxcMHZd0pwp2xDhgWevdsVAq0LB0myy6SwChTCOURQN3/UIPR9dVdDSFjPj+96YWzT645eceyY/uf46ZsqzSFWyfddWKqVpTjv5OP7iTz/wb9XyzOuRIdmMcXsq3Qwe40TiK5026e3NkUpZbdKPlbL/1xySEAJFFaimgpk2KFbmiGWIZeqUZmbOmx3f97bPfOJjFFIm57/kLIb6CjTqFZYuXUzDq7J2wzN4UQAqpFIm+/dux04ZnH326Zx00tG89U1v+K/HHn1A5nIWE+N7rqzXGhgaiSKCANs2KVerz+9n/13/oed5B3HLWzWGlvFynQjLUtm7f+qKMAxyCxeP/QBiSpU5LEMlpSsIVXLu8cfL1UsXE9WrFGyL1UuXUqm5OLHgnoce491/9D5e80fvEwQR1VL1EiuTuw3DIogksRQINVH61jQFyzSaBUuB9gKnwYfaNJ26ZrphMD4+edngQM8tmgrrnnxCvu3Nb2D1iqUsHB1g+bJFbHjmabK2Rak4i++7jI0MUyzOsmTJMgr5PoRQcQOoNDxuu/NuXvvGt/H2D/ypaFTrIFQUzcAwLJR242DcllASenco0a35LS19MymjtjjoXKl85djI6A2e51Gcnbt8eGToJmTEZee8RO7csoEjVyxhsJDj2FXL8Rp18pk0U1NTFCtV9k5NMVOu8q3vX8vCE04UtbnquUY6e49hZ5OSc1PPLpm0SlubSejdr5dJKdtMxjiU2LoFCpTmahQGMjheyMzM1NULFgxfv3fvzjdapjo3MNBzy9nHnyC9WolLzjmHnrQNQYDvBUwWywjd4Fc33c6m7VvOV/uH7yYIwUxTq9bQDAtF09ENrSnQm9SNwshHURRSuv2C32uj0TgIQu9UrRZC4AdJc+/E+L4rCtnUjXt2bP+bC859ycdfcvoprFi6gEzaZGZiP0N9vZRLc2QyKcrFOQYH+0mns+QKPWSyeWaLFZ5av4GHHnmK//jOf3HCmWeLarmG0OyE5dUMPVo9V6KphpHNZ174LKFJmKk36gihkrIt4jCmXJrDVBVi3z0v35+/+3tf+Rf5g+9+i560zcnHHsno0CAbNm0kMmxy/YPc/+DDVOoO37/2xyw++hgRewGuHyNVFcf10QyTbFNpplqtIlDJZjP/bbLbTdgu0UqMkarGnvH91wz3912X0nWm9u6+Opcyd595ygmPnXbicYwO9uM2KuRzaYLAo9ooIWVMKpuhXi7Rn8uQSqXwA8nAyBg79k4ytmg5v7nnIabnqnz2bz/P2edfJOr1Bq4XUCj04vs+tm3SaLik03b3HFKj0UiGtnWoNBzAQxXiZilhYmL6stHRgVvminNIGZBO2diWzv959ztlaWac8Z07GOkrcNzqVUSuQ71UQjMt/FAwVa6iagbrNm/hM3/9d1z46tcIr9LAlzGpdB4/ls0hUwI/SuilqiKIJRjKC++QOusIrQi6NXBtaqZ0RU9P/kaNiI3r18iP/un/YdHYAH25FKoMkIFLNpMinU5RqVTa3f0xktHhEbx6g9HRMTw/Jt8/yLObt/GrW3/Dr27+zZ/negcfNa3UfWgGmmYkDaKiVaSLiWSMZpld2cwtA93JKrRtm6mpKQYHB0HCtm2bP7B8+bKvvOHqq+XmDetYtWIxSxeMkNEVMqZGpThFIZuhWioRBAFHHXsseyYm2bx9F7FuMF2u8rPb7xJEgGogpYqUCjJWkVKgdGRIqtW9g9tSSuh0SFIKvEaA1/AusdKp2/IFG8fzsG2TamWObC7Nrs0b/uKqV1z6DznT5OwzTkF6Hm6twtIFY4RhiGFniITCgw89xtjSpWzYsoMvf+3rjC5aKuxsDqGZoByYkOT4XruOVa/XGRkYfMHv1WnWYTtpy62gQzN0Gm5IFAUUMja/+fWN8pN/8SHOPO0EQqdKT9aG0GNwoA/HaaCqKjMzM6RSKTRDZ9WqVezft4d6zaHheyxdsZq167fy4ONP8qub73h9rGhBrmfweomGlIl0j9oUXJZxIuKazqZecKPccDzSaRvPi4iiANM08T0Ho8kcndm765pXvPzin/TlUgz05OjJWPRkLWLfZ2zRQkq1BuNTsxyx+kgeeORRYqmyb3KaX/zqllfkh0dvBI1SqYzjBldkctkbTTPZK2EYYxgGtqm3ksJDsh67tRqNBiGSslu/oL9n4E4ZeTTKRfp68pywfJlctXQxRyxZxPBAgeLsFA2nxtDoAEIVzJRnqTXqWJpKfy5DNp3B8XzS+V6CWGXfxCylqsvjT61j8fIj+NEvbhBInR07dr5n6dIVX3caLiii2a8luueQ6vX6QRTVg4wWyXRToYm2/pquwezMFGlT5zWvfIWc3LubkcEezjjpJPxGFUMBXYO5qUksK4UfC3oGBmg4ASGCiekST63fwGPPbhK1YoVMoUC1kQxXzRcKzfEPMZqqEPpJOvpCrtZUyBaRodMJ66aBoulMTU1fPDrYc/s5Z50sB7IpMgaMDeQ5YvlixvfuZHCwn71791Lo6WPnnr30Dwxx9LHH8uy6dRyxdBGNag3DyhAJlc1bd7Fx+x62bN/Nk1t3CLyYWApiOmspTY5/k+3WjeU4zkGkBtf1k0inOaJ3z64db1u4ZNF33vr618t1Tz/JWaefxKLRIaYn9pExFOqVIqODfVQrZeIwoL+/n01bNrNq9VEMLFjI9j3j3HX/QwwvWMJXv/Htl6RyhQclBnEk2g6JlkyRiDHS3Tu4LTZhZ5O3ECqK0KnX6/Tks1RrVXL5LF6jgq4Jfn7dj+S/fumfsXWF885+CTu3bWKwt8BAXy/T4/txXZdCbx+GlcJOpXly7Xq8CDbv2MMvbrz5XcOLl31TSnD9AImCncoQyxg/DDF0A891SNuprjjfTlmgKIoOTIU1dIJYoTg3c3nGVm867sjl8qKXnsnM/p2cfuLR9PdkqRSnaTRqGIZBqVzFCyNGxxYyumABW7ZspieXxrIMIqmgGjaTM1Xuf/RxFi5Zxbev/ZEAnSgWSFoU6abjCCGKQ8wX+Pw6jofrBaTT6URvLYK5YlLnzdoWTzz2oPzA+96LoUZc+fJLcGoldBER+A4pQ2d6epLe3kEiCXPFMr39A3iRZHquwuNrnuEfv/hlXnLhJQKhAVpCTEEhbkrkRlFMFHi/1SGlUqmuO6TZeuWK4f7BG32vRs40eetrXyMfvOM23vSaVzM9sY++QhpDVUCEDC0YYdvu7VgZmxhJrVpmKJdjbHQUoajUnQBFtyiWa5SqLuWax6atu/iDt7ydN735HUJLZZFhjB/GBFFynjKZ3/8ef+caUis7mi9h05ooqeiCesOl7nrEMmT/7l2v7+vt49WveIXcsXkzL7/oIs5/yUuIfY+FCxJZCtf3UC0DI22yZNkYmi7JF1KMDveyZPEIixcOcfJRK6RpgIyT2TrVavn1fnM8Qxwkmm/diDY6J8Z2jtzQmooJtUaDocGB27/9n9+SO7ZtZbC3wNhIP4FbY+e2DYwO9iIDj8VjI8zOTDA0NACKYMu2bSxZtpRGtYKhCwKvTuA1SKdMTjvlBFRF8g+f+kuJoSRQXRzi+26b8h6GIVHYPQy602ipqoqumXhO4pjdRoOFSxZ955N//iF5712/4eILziZj6TSqJSxNYlvJXKTpuRliAkzbABGzePFCenrz1MolBvoKnH/OWWzasI5/+9I/P0AcI6JkTHIsw4N01cIuM2fnEzhaMI9mKaArOH4COxSnJjFtm7tvvVn+0998jhWLFnDOmaczO7WflcuXoKqCLds3Um5U0GyNRqNCqTyFUGLOfulpHHv0Sk4/9QTe/MbXfuOu226SQgM7ZRPLZESFIhR81yUMkhlj3Vid48sPxZRFxAwPD970mc98Wo4MDWLrKmedcTK5tMnEvh0QuiweG0EjJpe1URSYmZtl+86dLFu5glq9RCZlUinNogqwDJVLL76IzRvXc/MvfyYhbCoXhskU3i6vIAjIZNLMzpSoVx00DSxDJ5vNsGfX9vd9/GMfZmxkgDNOOxnPrzMzMwlqEuxt270d3dIplWawTYWB3ixEPovHhhjozXLM6pX849//LU89dL+szk6dCyEyjqjWqviBz/9bVn9fz42leglT15ncv/c199x9F6eechKuU2VsqB9dJEnB8NAgQsYsWrAQVQhmp2ewrESdQlEgikKC0MFrVIkCFxl69PdkUAm4987bWf/MGokMmZubuTBsNkarz9Mm/17SQS3qaCcGHwQBYRRS81zstEWxPPeqKPAZ6O/70cvOeYlM6yrXvOJyMobG1N699PZkmRofp6cnTzabxotC3NCnWJohZalUKzNUayWqtVnOOP0ksrbBpz7xUVmambwym0uTta0fESecpCTq6159wbIsHMdBURRs224PWYtlTDaV4tmN6/7qtpt/xejIAHGUNNH192QxFIg8l75CBtPQ6OspUJqbIfBdhoaGEmULTVCvlRGEeG6NRr1MuTTLmWecwg2/+Cmb16yRXr1GqVS8KpXNHRh9kE4RRS8OiQOSgYqmpVGcnkNGIU89+JC87oc/4KzTT4LQQ5EhGUtFU6FWmUPXVIQSUSqViIlAkeQLWTzPASFp1KrkMhkuOPccvvaVr3DrDb+UvlunUixeYlgmpdLc5Qns1X0duxZU16nGoWqChufhh16TxKBg6gpP3X+P/OxffoJlC0dZPjaKEvosGBxgav9+7JSOqioohorQoNCTZniwh8Cvs2XLBkZGBykUbMaGBvjspz7B1nVrJbFPyjAQxAji9sDLbvUh+X5Sn6rX61SaDau+77ezJUvXeXbDus9d/5MfsuqIZQR+Aw1JrTzLYG+BXMpGxD49hRyVUpF8Nk06ZdHT04NTq7NobAE7tm9lZHSIlK2jiIhatcTRRx3B977zn2zZ8KyUcUi9XkNVBbVaDd8PQUm01l7oZRgG1YpDf38B27apVR3SpsWOjRs//KE/ef+/qTJkxZJFmIZCHPkMDfcRhC6xDMnk0tTrddIpg7SlkU4ZCOlTLc0x3N/D6FAv+bTF+9/3HjZv3HB3o1I6USiQy6QxdIOwg4F8qKmyUdRdh9wO6PyA3nQOISV/9N73XnfcMUeRTqdI2xbEEamUha6pQIymKKQtk1wmS8oyUFExTbM5Iysi8gOiwIMoxFAkhgpnnnYyt/zq1/znN78OUUg6Zd+RzqaI45hyudxdh9Q58bJ1tRoKXd8nbD7k0ZHhn6dSFt/8969Jp1xi4dAQlZkZvGqZ449ejVevM9BfoFarUKlXsdM2QoP+gQJR7GGnDMZGBzhy9XKCoM7lL7+Yb37jO9zwy+t/Gbo1CvkMqmxSV+OYIIgTaZIubGhFUSgUCpimSbFYbGPuvuvhOjV++P3vfuqeu+/ksosuorcnTyaVOC1VURJRTZFgqblMlkwqjaHpiZhSHJJqysjUalUqlRK+72FoUMhmGBoc4APvfx9mPk//yOgvvWo10SELQybHpy/tpsbbwdRgsGydyIvp6e+lViq+5k2vfx2nnng8g715nFoZXYQoMsLWFbKZNHYq0f5SjWRDq3qi8oCajCIIfBenWqG/kOXcs8/ki//4efbt2iV7hgZuC+pVLNO8Sdc1hALFYvHybh/cFuW7U7PQj3x6e3vRLR3PraOpkte9+lVkDIMlo2PMTuwjchuUZ2c4avUKFEA3NbKFLJEMEUqEZWvMzo1z4olHg/TIZS1OOeVYegpp/uozn+TZtU9Jz60RuEltJ5NKk81k6e/r78q9GoaR1GrS6UQotZlxK4pC6AeUijP82Z984BNjo8NkLYt8LoPbqOP7Pk6jgW6oZLNZbNtm4dgCUpbNQF8/tmmQyaQIfI+RwSG8hsP05BSe08DWNSxN5bFHHubf/+3LRL5HLp8HksGOuqFRLleTabNdeLeFgk2xWMdzXDIZG9XQ+fhHPvz53Tt2cMzqI4gCBxEF6AIs06A3X6C/v59cLpegQTKR30nbJvlchkzKwDY0enNpFo4OkjJ0vvaVL5Oy7aekH+A6DtNT45fo85iMhxJI7jqDFKiVa5dFUYSh6owMDtGo1VEk9PT1IpVkzpXnOdSrNdxGHQHYmoGpmigxaJpJ4If4bjIR3HNciEI0RUGTEl1AT14l8BugJvqBxbkZGo1aMqiymw6pU0/tUBRGRVFo+A0ajSq1cokv/cs/c/wxRxF7DY5asRydiPLcNBlLx9RVevt6KNdKzBZnSGVsyuUige+wYtki9u/bhWWo6CJmcmIvb3vLK/n2N77G1k2bZBz6BH7SDZ1oq3ZnpHcURTiO095EjUbjVZlMphlRBqRtE0PEmKqgVJzDc+ooioLneeRzBaIw0f9yHAff94miBHJERmiKoF6vtwUvFQmWkSh+h4FHHAaccdopCbXUa+BFHnY6RbYnR6G391ati+KMnfBV3GzCnZmZunz9k0986R8+//fXmYYCMmB0oI+MoSDikDh0URVBKp2I0QqRjFhQdI1UKomYHMchDDx812FudprQ9xgdGiQKA/76s59i2/qn/0a3bfJ9PczNzV0xN1tjeLT/pm5nSK3MqAVnSRJlBklMo1HDtAz++H3vlbm0xUvPOA0ReiwdG8WpVhjqK+A06timjmloVColUikLkIwMD7BsyUJKc9NMT+5HRD5bt2zkxOOP5uYbfkN5bhrbtogCn0a9ius2EEDYJZxSiGSYIiQtHFLKpFFXVYnjkL6ePLu2JvWweq1KFCTZmmEYaKpOuVTFcRwcx8E0TRqNGjIMqNcqNKoVPNcnnc5Sq1SplSsEnk8cJZOgPSdgZHAI3TKJXIe52dk2NJmM4ehOVlivh/T3pwlCn8jzeM/b3iyfeOwhTjr2KNxGJYn0FYnSbLEwdJVcJkvazjSn5BpouoKp66SsJJtt1JLBk4aucNLxx/DEIw/x15/6S+nUq6cEnsvw4NBtChD5AXEYHZQVdZYBuo1wqEJhsLfvFjWSfPGf/klu27KVTCZDNpdm69bNWCkb13dxPJd6o0q1WsVrOCAllqZjGzYyAtcNcd2wLRqLlAmBLAyYm5rg7LPOZNumTdx03Y+lUJOz4zjOq57vPv69x0+0HqgQoq2Cq6sqge/iux65VIov/cs/y5mJKQxNoaeQpVKawTINAs8lZZsIJaFt9/TksdIWmqYwNDRIb2+Beq3M2MgQszMTuI0qlqGSSZsM9BX49F9+jPF9e99v2yZEIaaeSA6lbLsrEVbLkAZBgG3bP1fVRChSEZIbrv+JfOSB+zj5+OOY2L+XTCqdOGypMFcqU6k3KJar1Gq1pMCXSmEaGtL3caoVisUijuMQRYkwrWWYKE1nYKdMnnzycb77ta/Kcrl8SYtuX6k0mCsVL2kroHcjsjpIjwuqxQpDo8M3CUXK7/3ntzn91FNwqmVsU8XQFSxdoMQxuioxtcQZAaiahqLqRFLguQGlUimhxAqJSgLdVYtzLF04yu233IZTrX4cReLWKgyODN6YzqZw3e7i8Z2RagsBCKMQTUs0ty1D5ze33iw3b9jAYH8vUeiSz9qUS3OkTQ2BpLeQI/B8cpksqhD4votuqJRKc7hOHadeQVViAq/BYH/S73HpJafxhb//O55d+7QUMiKdSdPT00MUReha96LnliF0Xbct/1Wr1UBG/PWnPyF7smlC10kygmyOTCYDUsH1A1A1/DDGNM0mg8xExiGGEMgwQkYRpbkSkZ+0CSgIfKeBoWmccdrxPPzQA/zm1lulapr09vUiRKIX2NOXR3ahGVgoCq7rImVr2rXg8cce4ehVKynkM5hA2tSxdA0ljvBqDRrlKm7DaUuDteDMIEicS+j5iQOu1Yg9D0tTOe7Yo/nW1/8dotDIplMQBpRm50jZ5v8Ih3c72DJUncDxefCe+3l23XqOPGIVfhii6hqO76AaOrqZ1HuiKCLwfNQY0kaKnmwBGat4bkQUSnRFRxMalm5g6ipxFBIGHkP9PWxYv5nrf3odKAq2adDX1/PzhlPrrkOar1rQOUE2CAL6cj3YusYNv/i5/PrX/o2XXXx+0sUcR0xPjRPHPnHoEQQuQsakUxaFXJ5CLkcqlUIREqvZW1Mtl6iUigS+C5GHU62yZNFCHnrwfh554IGvRF4iZW9aBkODAxSLxRf8haqqSj6fRwiB53kJZdT3cV2XVCrN9o0buO/ux1i2aAGjQ4NNXbQIK5XGi2IcL6Te8IilQi6XZ7B/gGzaxm/UmZmaaGo9Kc26XNxsL5JkU2mWLlrMk08+w6ZNmygMD90WS4mZSpHLpVA09TY7bXQ9wmqtTDbFnh3b/vCXP//5nwwO9VKvlVi9ajl7d+0gY5nYhoGqxM2xCTFhmDQgWlYKVVUpl6sEcTIzxfM8DE0nX8iRtS00VUHXFAb68+zYugXCgCj2UdQY01Jwfafrh7ZT7VvTNAxVS6A8YlSh8Cfv/wBh4HHiiSewf+9uVCGwDR3btpqcKkG+kKUnl8fQVHRNI5OyIU6iSkUIFCGTvRz62LrG6MgQmzdtZOO6pzEtk+rcLPVyCWJJEHQves5kMgkdutFoMyodxyFt2Xz9K1+mP5dhuL+XQjbTPPMSFBU0HVW3cNwAw0wRhhEpyybwHGxdI/Y9hFQozlXRdTMZia1oaIpOvVpj0YKFPHDvozz84AO0BsgYhtF2kN1AOKSU6IZKEEoyWZuv/dtX5Iplixjo72VmYh9jo0MocYQqJRoCEYV4jo9TaRC4AUiFIAip1xyq1VqbNq9pGrapk7JtosBn8dgopqpw5+23P4Cq4TQa9BSSUTot4elOEerW77u9hIRasUJKN1m+dBnLlizBcRyq1Sp2Jo2ia+imgWFZaIberhcrscRQVEzVRNN0oliioqLrJrpqYGg6uqoRhz6mplIuzrFsyTCDQ/0QJ2oVlmUl06G76ZDmy/R3an4RS2qVIjnbJnQdqqUKgwM9RLGPndIZWziKokpi6eMHDfzAJY5DVCGJfR+vUcdxklktvuNSLpfx6g10VcE2TXRNIZ2yWLxgAdlMCtW2kGHI3PQ0YRB1jSbbib2rqkqlUqFQKICQKHHE0SsHiHyP4swsk5OTGIZBreFR6BkglSkgFAPPS8Q7fd8ncDyiwEU0sy9V09ENC9XQUTSVRqPRzpxOPfUENmxcT6NUolwuXzM+MX65F8QYlsXkdKmrdZXOQWNC01j7zJpv/tXn/pZjjzka29KT9xb62KZGHAX4gYsfuLiOg1tvJEw1TcMNQpxG4swty2oLmUZBiCIktmlQyGZYfcQKvvCPn2fLurUync+yY8e2PyqVSvT05F+USHJ+93zoBMzOzWEaJgN9/VRLZWQcMzg8TBgHRCJCKJJGo0G9VsHUdEzDgECiRBLDMJIeJ8dNMm0vwHcd4ihAEJPN2KRtnQ3PrsOpVs7MptOks9lk/o7WHTJHo9E4CJ5sZYi9vb0Eoc9LTj8NQ4XefI6ZySkqlUqiTG6lEYqBH0K50sD3wzbcFnkBChG+0wCZqC4YmkkQRMnvDYNSqcTU5CQrVy5ieHAQgoCJffuuhmTQo6Q7I8yTn91CNucAff3r/862bVvRVIFlaPiNOoHTIHQdVCSWYWKqGjKUEAtSVhqa05o9z6PRaOB5HiKWyeDMOMLUDWrVMkesXMm3vvkfPHLnHdK20yCgVqkgo+eO/OimontrteqhGSvFhmc2yDVPPkW9Xmd2dhbDMtm6fRt2Jp2QL5r1eAHoio6hmViqiSYUTM2kNW5BkDTHtwZ1eo6LrqnMTs8wODjIzOQUjz3wgEylbYLIZ2Zm6uqu15A6lRk6p2mqqoqp6Tz+0MPy1zfdzHFHr6ZaLTM8PEjNqdPwawSRTxAHRFGA77uEvksU+MRhSOT6RH5Ao5EoLhPH6IqKqWqYukHGNJke389gXy8//uG13HHzr6RdyJLNpPDdRtcmqCZj1A9Ak6qaFOrvv+tu+ZMf/YBVy5cwMzXB9NREMjdIUfH8kFrDQ1ENpFATJWApCP2AKPDRBGRsC2TS8xLHNA+zwPU8ZopzTM/Nkk6nWbduHY8++qgcWbDgOtu2b2p4LtmcTU9foaswVmewUZqdZvHixV9evngMVRVEUcDWrZtZuHCMhlMjDLzmewzag9wsy8K27fb8K1XRkbEgjiBuNghXKhUCz6FaKTM0NMCGDTu5+eakZDTQ2/e1XC6H63V3VHsrYj1I2T2KKGSy9GXzfOFv/042anXGxsaoVsu4XoMIieu7hHFSYyqVSviul8z7CSNMxSD0QjyvOYzO9fAcB1Umw/e8eo3p/RMcecRK7r3rLq699vsPYmjEgU+jWu7avbYmt0ZR1B7w2Jq/9aMf/FBqCkyP72VqYj+1apm0ZWNYNlEMpUod00pjWClUzWBoaIRcJsvYyDC9+Rw9+RxRGJJKZfD9EE2o6KpGo+ZAFOM7LoqisGHDBrZv2/Kp4bGR6yHpA6vXG5jGC18TTabhCkrVCg8++KAcHhkkn8ugKwrEEfVqJelhDBIpIQ2BrmooQmDpJoVsIRnKZ9uouoYX+DSadd/Q93Edh7mZWSI/YPXKI3j2mXXcctPNeNUKeD75nt7fSmjoNmynazqGroIN73rvWymWZrjsZZcQRxH1qsOShcuZ3D9NIGMCYnwhkbqKkbKxszlMO4VmpIk1kwANFwU/BjeM8MOkluS5DSpzswz0FFi+cIwH7r+P73/vu8RRhBdGDI8uvL6rDqkzomxFz62GQk1Rsa0U655aw4+v/THHHXs0hq7h+Q5h7CGFxAtcIhkim7owShOjL2TS9OTz6KpO4AX4rt+U+TcJ/Ai30SCOIlQBmZTFz392G/fdfTdI0G276Shf+Jeaz+WTLEkR6JaFUJQkDZXwo+//gEqxjqbaaIrO6OgoYRSwY9tWRscGabg1poozuGFEOt/L0OgiBkcWYWd6EGqKUFqYdj9hnKJSDSiXa3iuj6pALmUw2JvDNhVGRwb4zW23UC0XyRcKZLMpKq6P6CJJR9MSdiEiMdTplMX1P/nR/zHUmHpllshvYBkC16klRk4IVM1CN1LoRgrDypDP9pHP9GFpaaRi0/BjKg0fKRTsdBrdEIShhx/UKRUnmZzYw6ojhpEESKdBJp9Pisq61fXsqBOmFEIkjYwxaKrJD777XxDHLFm8mEjGCEXBC9xkKqaqEIvE0PvNyDljZejN9+I2PIgFmqK3WyMsyyJlGjRqNQLPYWRwiA3PbubuO+8EGVOtls+2LKNrI8wNyySIQhzXR1FVfD9ERjHT4xOX/O3nPsvs7DQrV6/EDxqYpkYU+5SLc7hug1w+T5g0aOEGCtnCEKgW+d4hVD2FbmYIA9A1g3q9Tiplo5kK03P7SaVNBoYHOPLII7nuZ7/g69/47l/FkULdCzFMm0iJaYQvfO+Vaeo0ai5D/T08eP+9rHnyKdLpNI5bR9USXUI7bRCLmLrfwAl8/Cgmlgqamiab6UeQwtDyGFoOgUkctc6Igm7qWCkTLwqpey77p+sce+IJmPkC1Wodt+5gWhZW87JtG9u227/v5go9B9QQRIVFR/XTCIps3rIBW7UZyg5RnXWIPBWhmnhC4OuC3XNTPPrsOm749W3cdf+j3HHvw9z72FpkuoCa62UuCEj1Fsj0FihVitimSsbQSBsaU/v2MVgo8ORjjzMxNXONYpj4z1Py+nc2bS0HdMhIU0jwXJYsWMhAXxZDEaiqYPfunQwNDaEaaqLi0Bz01mqA1ISCoWiYqt6Mluq4ro+QSsLSgnbam0mlyWXTrF41zLKli5GNOm6tCl2aOyIdh5RtEusqAdCIA1KpFFGxju4rKGQoV2JcF5Q46VXR9QjXKZErGFg5HTVj8Ks7bud7P/slt9z7KA89tZXb7nkKL+4hVoepOSkUrRddzxL4PrFbQwmqpIRPeXI3Z510LD//6Q+5/babJcR4MibWFLpZ6tdUhVgKas0ZPo8//KD81r99keEem/6sTuyVUaSLpse4gUs9COgbW0SxEVNuwNat49x9+0M8+channjoGVzPoOJoFPoX4ksVX0b09OVwvBKNxgyq4rJwrAdFukzu28PWrVv/PhkCBcW5WlcPbucIhs5JqbHjQyR5yZlnMTo8gqIoBEGAYZmY6RRxc+qobDo133HRpKCQyZJPZRAygTh03UBriqXahollmu06Wrk0Rz5rkW/WawzDuE/RdcIg6Mq9BjJmplo9S1gWETAxPvU607QYGBi+LfZD9JSOmtKwcyaOXyHw63hemf5mNh6hotl5rr/lTn5y4x3cfPcT/Ob+p3noqS00fJWBoQX4YYAUIQ2/xOTcTtAcVDNmrjRDqeZQa0Skc0NEQsdHBd1k/9zk+5SuDOiTmLqBkLB5/QZymSwLRkZxA5dyo0JsRMx6RUIrxtFCQltjplYn0zPMI488yz33PM2jj2znoYc2UauAJlJYVgbbNrGyNnun9+KqAXNelcBSOf38U7j+5lvYtXPnu2NFRSoqYXRwc30LUep2hiSEpF4vU/WKp8+WJrBsnbRtYlsW+/fup16uEEcRMzMzZLNZ+vr7UU2Dhx57kvHZItOlOpNzFXbt3cujjz9GEEcMDw8zMT7F2rXr0DUTP4Raw2OuWCKMYoaHh3FdF8vQ5gyhoD3PmW2/Vx9Sq/DbKlol7JUkkl6/5mn56IMPsHhsAXt27cZtNDBNAz/y2D+xD3RBKKJmD5ODjEN0RaALgYwi3IbXHhHteyFxGLWx0MgPKM0VmZ6eplAosHHjRh5++GFppRMa9vNldPy3L1XTQAgkgnrsUq5WXlotV1DtNEeuOIIoihhbsKApBCpJmxZZ2yIKAiI/xjIzPL12I0+tHcdI9/DYmg08vm4jgdC55/4HWffMBnp7+ojjpOYQhgF+FLJwyWLWrnuavr4+Nm/ezPi+EvlMFkGMW6uS0bSuDmUIY4gQqJqW1MSqDXw/wjJTSSZsGvT3FCjOzDI8PAyKxo6de8kW+tm0ZRdbtu9luljjoYeexIvg6XXrSedyTExNks/n8b2QcrFCTy7PgpEF9PX0Uq8nsNi11/6IRqPxkampycsk0NOf6erB7RyK1xr8CKDoBpueWvuFyfFxNm3ahOu6qLrO3vH9GJaJUBWcpuafrqjEocTUTArpPLqik0plkMl0+yTjRG2PMxFS0qjVmZycZGhoiHK5zOP33y91VQUhKZW6Ux+MBaQzuQe9psMbHBz6ceyH7Nm44UO5lE2j4TI+MYnvBiwcW0Aum0ZXBLVKidmZKaIwZv2zGynXXWpeRNUNuffRJ/mP/7yJYs1l5569aJpGvreHMAyZmy3hu0njraaqNGpVegsFauUSmpLAl9VahaVjS7/qBd0gryTyZT/+wQ/kr278JaeeeiqTk9MgNQzTxo8ljuezcMliUpkMQRSRK+R56JFH2bR9Kxu37WLz3mk27p7mV7+5j7l6wJ6JGcp1l2K5yujoKLqmMdDfR7VcZnRwgJ/++Hq++pV//nq+N4OIXFTBiz4HCUA1DVKpDLpqlQZ7RrB1i1qtxsTEPtIZg2zGJPKrFCwdNXB48M47ufa7D/OBP/5j3vSWt/PWd76Xl195FRdfdC77d23miQfuZcOaNQz19LFwbCENJ2S27JLuH0HL9uKpBjvHJ7AzaVynPqbGAQSN5xcQ/z6sDU1JRpUjBAia45xjFCl59JH7+fznv8Cll5xNX3+emZlJVCPFjl37WL50GZXyNIEfEGvJIS7kDexsHikMrFQG1YlJpQSe4+I2akRRgGFYRFFIpdKgUq+TLwxg5eCGG3+FE0ScecGF+LUqhb7e7hjnICDUJJZikMlb95uxxN03ddbkxF50w0dSoVadRBMpUkqamdIcqmawZPkKNj+zm9tu38An//IDzM4VOeH4Uxga7mPNU4+xc/NWnnjsN/TnYnRbY2JylmxPBhnqPP7sJoaXrmbfZInZkkM6l6ZacSBWyOg6+3dse+fSpUu/2b26SqLhqmrJcEAv1hhbthrNLlBpBKQ0nWymj8mpfezf/wSrjjqWQCo8+MjDbNy0jVdccRW9vX0sGhnjxlt/xcSerTz0QIVTTzoRRYaErkffQB/bt26jXneQio4XS/r6F1Don+C+hx/k7cedcEvN97BMs7sHVyhtwdxWk6wSR9Bw+PjHPvTnW7Zu4tJLL2Xd+qcZGepjycLlbNmxh4VD/fhhDV3T0SwbYoGRyiCFQaQq6JqBW/Vwg5BUykbi4rohKIkzMFMaPVYeYbo89vgj3HTTTZxy5rn4jZD+/qGu3Gu9Xr+gvzd1p5CCyam5C3vTqTsUy2Lh6pX/HPnBP6kUOOW4k5gd383MvhlEPoOmQqNUYfWKldx174OseXYTH/vkZ1jzzDpOOeUUxif2Mb5vL3/3xe/zvrdcRLmc6D9KRSVj9OG4PtVZj+L4LOmeQYRfoT+vIGSA4tXB9XClIJfNdSHYiBCq4Om1jxMRk8llIfaJo4CB/gH27d5C2lKY3T3H7MQUq1cdxT33Pcyv79rKpz72XtZs3AHZftB01jx6P66ZYmxsGKcyR8pQmB6fJIgk2XSameIUgVbnlFXDHLt0GIp7TjFUyxFKar0QGv8bS0qBpWU3aZFKcXqGIxYsJogbZFIq1eIEmbTG7i3bSWcstj2zl9OPSbHuqWf42S/u5cpXXk2lWmbt2nt46Zkn8dRjT/DQzoh3vylDqVjBtFMMDo6yaecOjGyeUNPoGR6mWmvQm8+tFSJGPs/67+/8tAwlGfdMsycm8PzmjCQVpI9bn+HY1YO4TpHpWZ+VR6xi156dZGwbxxeoWppMKo9Tq1KuNdi28ylmiiV6evupewFmOkdPoZfFQ4OoocSv1UjZOnEU4vgRfSOL2D0+jdRNKo6H5/vgNUjlU8hysSuWOQ5DlOakyVqjTKPu8Y0vfumBr3/9XznnwtNQpEMhZzO9dw9DRxzBysVL2bd3kscfeIyJ2RJLhjKMDS/k6//xLa55/TU4QZ17Hrifd7/1jXxv6ybWPXUPRx1/NJauMj09jg80vBAvrhMKE90ysFMh2XQegqTvaumiBd8Ma9WubeSYBI6Koghf0RBGiqor2Tcxx8KhPPVGgyf3PclRq5axZOEiGvU6Tz27gX1Tc1z0sov4t2//lH/9189R8Tx2T+7mjNOP4zvfvYelw3n6Cn0UUin2bd9D5Eh688OUKnVKs2XqYZFlS4/gH77wBS656lV/ku3rfVI1e+7r5qFViAmjsK27FckQRVWp1ieuXrPmHhYuXkndadA3OIbUdCbmGgwMLsZIG9SdBinLRrEsHnzgER57egO9PUPs2jdBz9Awx514HHGUjKHQTYhij1KlhJU1qToNSo06ASq5vhyKbhD4EhWbuDtSdgz0Dtw5MT11mSI0L5/N3KHEIdKt8bMf/UDqmobwYf3j69HwGOrJMLtvgv7ePKGs8eTEA9x99yYuuuRY7r37Nzy59hn8oMETa55i0aIFnHLqCNf99DccsSRFf+8w2UwPsdQg1FEUgRYKivt2c+IxSxFuifrktsstq/em7EAfoSsoTnTh/IoYP3BJpTUyWYvtO7eRNm2k5zA1LiAQ9OZzlPdNM5jJcc9tt3HXw1N8+INX89Nf/YD+BSsICXl281b+9I/ezWc/9gneds0r2L15Az3pND2ZHIHjsX3rLvqHR5mtVnGqlUQyR1V9JZdez//iqlfqVCb2/ZkRqPRlelj/9NP0Zg30OIshXMpTs+hKxMyUw/vfegV/84Ub2bf7Xj76kQ+R7hmjUp3j7JcewY+/9x+8602vY8eGrWx9ag2GbmNkMkg7hdB0rGyO2elpzKzNQ4+uQcaBSRxhPs862e/eh+QHaEJpj2dtzciJohiEYGCwn/3jU/T2FtAUwdatW1kwupB0Os3e3XtR0QjcANvO8ujja9i+ez9OCI1YxYlUHnlqPZPFMg0/ZGZmLpE38Tz27tqN4zjs2bMHRVNJpTPolk1vb38yS9hxEJku0L4rdTw3QG/67DAM6envJQo8XnbBhfTmMjx0z72YIialwsz+3Tx27x1sX7+GHkvlopeeRV8mzT99/u95/WtfR3/fIEK3eONb38ETTzzBMSuHuOjso7n9V09w3Q8fpVGdwXcb2OkM5arDbLHKipVHsmffOMXZUnKv1QrEIZrSPdqo6x2QlIkA3c4wPVfFsNJ4DQ/bTDHS14/iB2xd+zTrn3yc2sw0e3c2mJ2d5uKXncz+mUn2zE5xzMnHgqxy4Rk6uzat4d5f/4adG59les9+xvqGqUyVMNU0gRsSejGpVJpqo87+yT1fzOUy93WrPtjJxBLNsR4JazRCyojcUO/1S5aOUWuUqTk1SqUKqVSGTCbLrl172L9/P/l8niAIWLN2LRu2bGV8psS67bvRsr08+vR6Hn18LW4QUyzVmJopoik6pVKFajnRcBsaHMb1AzZsnGw2qRqoJnSr53n//r3XFAqFW4b7e+/M2EmTeuB7fPhDf8LlF1+McCNGcgOkYoOwWMP0I7avXcsT9z7DUDbFlz73bm6/7RmOWL6Id/7hWxlbMMTb3/5W6k6NDRvG+ZP3v5JlC0fY/Mx2Nq5ZDzVJVs2QkiZZxSCnKxy3bAFf/of/4N5f//JGHf/o2e27Xq9pKn2ZF541miA6Ek2FMPRQdIWdu3dg2zb7du1mpDBAee8EjfEZHvr13VCpct6pPdx7z628+nVXcsGlZ/DKK8/i0x9+OzvX389Zx42x/uG7UOslSru2s2vdWtSagy0Vdm/ZSRypzNVCAj0LhZG1O/dOv53fkh11fWIskM1k+do/fvkfZ3bs55xTTiWtShYN9zC1fyt+bYLyZI0LTj2W97zpVVxwyom89vLVnHTMSn72459w//0PcsONN3Lt97/L+J6Iyy+6kM985M/5s/e+i5OPWMbWpzbhF6fRIxdN+MzM7OOmmx/ivPNPJ46CdDxXOvn5Ht3fOUMKggArlYIomQqoqCphEBBJ0FRBtREQAXY6j6J5RIHH7q2bGRvqJ29qRPUaQpF89as38pa3XUBhcAQvlCxZeRT3P/gQl1/1Gr7wd39Ldf9+li0cwWlo1KtlsmmDSNPJ9fUxVXURisD3far1GigqruefbqVzj7zgrKRsFkORJELuMcQhhAG7dm5j8cKFLFs2xPpHH8KOoT9tI/0aOT3kjOOP4sqrr8GJVErlSXzN4oafXUd+cIjhBQu58+67OWZJP1/7y/ewqM/mikvP5fFn1nP9zb9m3VZYtKKXbKqfyIfxvTt52fnnsXrliub4B5jdvu09fcuXf71bm9n3fUzbwtA0JGBaKqoaJWKhc/sRnkcha7D1mafwXRhbMszH/uJDfOrz/0ytNMe+YpEtO7fjxZLTjlvBE/c/yff+7c8QUuMXP/0V657eTL0a8sDu/axYfSy10hx526ZYq5Id7GPFsiXkchliQnTUFyWa7Jyciqqxb9f+D1S9iGy+hziOGR7sJWyUmZ6t0pe3KE+Ns3Agw76J/fz8xrX88Hv/xMZte5kpOvQPj7DyqCN45ukn+NpX7+APXnMBK5csYOvmjaQ0ExGrxH5AearBigVHsmNgFiFUJif3vabQM/BToXfnnoeGhq7TVZ3Z2TmcauVtSxaNfefBX98izzjlJCxFoHo+W55+mrH+HI5XpDI9xXnnnciFF57H4pUr2F8qc+6JPfzsB9eS6imAaTM9N8eSZcs46YQFnHvWKfzRm17PM489y7Xfv551a9aSTufp6SvglKbRU4LhnhwnHpmCwIW0vb4vsta705UTrP7cmm68051btn1q47pneMmZpxMFIfu8BqYuCVTJ1qefICzOIjx425svY9UJRzPp1HjjB/8drfc29EyahWOL2LNjJ1G1yoVnnskV511Ace9+Hr7zHu6/53E27S4ztnSAlYsWQLaP+558hlzfEI7UKQwv/s9AgobkxV4xMLVn71uyqsERQ6MM2ik0v8Hcvu2UJyNOP7uPD779fJaPLUBXdTwv5s2vuop3/dnnOeGc81l61BE0nFkcs5/PfOQNTO7dhZ4tsHpkgMJZJ3HlBWfyN1/6FyYmAvaNb0VKlawBb3z9a0n3Dtwp52rH4XdZOkhKCbpGFEeELbadIlBUFSlhbMFSolhlemqOtU8+RUpTMPFxihMU9+9i77ZNPPHgvYz0wbIlS7j1ltv41c23c9ud97Juw1bWr3uWcjGmUa+xdeOzVOamUWIPNWoQNkpETo3i1F4IPbJpC8f3QNOxCn2PhH4XmEkiuT/Xc1FR6S/0sm3Lpk8GrsNRK1dx5OKjuOC089my5lmefXycvOLzwXe+lre//mJSYoqFQ5JXvOxkUkodv1Lj+FWrUQKVl1/0KmpzPtO797Bzw1qyIuTklUv42PveyUfefQFKZY65bZs5ZuEAE1vWccUF53DMqSeKqe2b30MmRd+y5V+PXLeLxlliNCGs6anJS9Y8fg+LhtIUx7eS011m9mxh25r1LO1N8S+f+RO++NefwJnaz19/9M9oTO2nPlvkzJNP5NQTjuehex7nfW+7mJFcjuG0zbvf+Dr+5uN/zjv/4Gr0KKQ+swe/MkHUmMWrzOLXS+zeuoXY9fFdF0F3RSjjOE76x0j6r3RNQ1FUhsYWfWWu1mB0wULcep3K7CSVmX3glFDdMmpQ5elH7+c3tzzFcSst7r3/Ab7yb//Orr1TPLVmLTfc8AsWjPaRtuCGn9/Jww/ciVcrkdYN0kJD9RX8ko9bCpgcr0IYM7xw6KeqFVKpz1zYjXvVVZ1iuUxPT56x0eHvlCfGL7n85VexdOEop51wDOefcRJL+rKI2gxmUOeal5/Nq192PoNpjf1b1jOcsfjAO99KUIZzTj+Ni885h5OPPZ4dW7bz15/4FAPpNLvXP4UZ1vnkh97LZz/2fqy4wlNrNxHXSywa7GUon+eS8y7iIx/6DHf95DqJrmPZ5ppu0EYVBI8/8MhfbXjimf+HuP+M1usqz/3h3+rr6X33qr211aslWZaLbLl3bFNMMb0kQIAQwiEhxYEACYH0kBMgCWBsDNjgXmRb7rIsq/e+e396XX39PzyyT3Le84HD8D7vHGONsT/t8aw157zrdV8XV2+9goAsoGBRmhtFtUtQz3HDJav4p298luu2XMCSjgxtsSA/+/cvsP+NOaJ6AKdcoUULcGJPng3LFpPWoC0s8qkPvINv/I+P8uHb11Kfnyc3coTxUwfRJSgUCtQMG8P28bz/xXDzJsru/8WqWw0eeejhHz/72OPccf113HHDNQx1tWKVG/zuhy/i2ss2EZJs8uNn8WsVzFKe8swkS/taqMxPc/boAVKJCKOjY5imQ3dnF7V8DsWs0JsMYM+N8JVPvo/btq4gYvt0RhU+9t7Lee6JJ2jMZ7cJ0cwhRGVhHZIgK4D4vz6q0OQrk2WRbDbL3gNHyFdcQnqI1mSSmeEzRLGZOX2YM/uHERtFbrrqCtJh+Je//w9uvvkW3vPeD7Bp86VctnUb01NTDC1KcMetN7F2xVJOHzvMgd1HEJ06qaBECJO2WBCnXqSaz1ItFUEQsTwXeQGYGsxKE1IuiiKG28DxLX74/X/7+v59e3DqdRZ1dLO8bwC7DDdu7eXKLRcQ0zzc2gzdrUGc6jTJoENEc1nUFaGrNUN/Zyfzk9N0t3bQls6wdGgIyTSIyj4JwWFNd5pP3nYlwQYM793FR26/nsceuIcdv7zXb+nr+Te7UcNyXCxx4chVZbFJAlStVhg+c/zpe37w99xxw0U08sPkxs8QFeA9N67nsx9+N055nsLIWfpTcTrCIdYuXsTFa5dz0dpVdKfirFzUSkwNEJZUGrkCAVySAZH+9ghf/+onCSk16vlZZsanuXTTSlYO9pIOhxEdj6SeoFouLejF/d8NhOd5+AhIagDbExgZGSEZC6HYDbriQQbbohzbvZvS5DDlqVk++cHLOXna4InHHudzn/8DBhcvZXBoGZ/42IfZ/uRzfPyjN/CXd3+IanGayXOnGDt5mOrcHDFRI6VGGTl6hq54gkalzMkj+/zZ7OhHEunAcwtipIw6juNsVUQJ1zKpV8uD116+GQnobkuxpKeV3PgpulNBPnD7DVy+eQ1+LUdQcBjsacczyswMnyERALdWoyOeIBkMo1geJw8eojo3S08qRiYiUZw6RSpscde7r+IdF3chu7B++TIq+SK+DUFVYvOWS9+NrkFEo1jPLwRkBcmTCSkBMpEo65YtJSK7BGkgGjk+/8k7uP26i4kpDYzCOIJZQnJMpoaHaUtCJt7K0kWrsQ2Z9gyYNYeJ0TGCikBh+gzpiMum5W185TPXEnBtciPzfOxd13Df//w7du94yk+HFHCd/6Y8/b8zgizUMk2TM6dPsqirg4GOVh75+U85e3iE26/dwJKuViSrRlwV6epsY2ZsmHhIJzczxbnjc5TmJxg7cZDRk0cwTTh64hzz8zlSiQj1wjRU5+jrTxOoTbOxL87yFljVkWLtQDdmucie13c/h2mD8NvRm/3GJTtJkkBopoOiKOD6TWExx/c4duyYf99P7+fjd32Al599jFUDHYQElTMHTmDX4aPvu5CBxYOs2bAZQRB4cc9R7r/nXsKtvVxy5fU89sjjaG6NL33mk2zdtI7s5DJaPnYn//n97/Hc9mGWrQoQSLQQFXUmRqdQPJf2lhbAo1KvEdfe/kGzer2+TYuHdoiiSMOoI/genR1tlEt5ZMFDcQ3sco5MCG648jJmxo7QnUkwMnGaTDKCWSkTUYNUslNY5QqvPPMYyDEK+Ror+1so56uMVufIJCOIvk09P4dYLdHq29ywLsTRszWWtgR5fH4U366Cb6FEw5go1Iz6gh3mcDDURNc1GlQLc/QkVC5Z3c3E7gjGTJmbLl1GVDaIiCYyNglNoOF75HIz2Lksc3N5ziVTHDlyDNGuIRkwPzFHS0cHRnYW12rQ3RpiamqKW6/bxL//5EUyEVg91MlEyaI1HkO1Bdy6S0RdWOqgN8kzoUmH4pznn5uZm75r8+bNPPKLJ1janqY9EaA4cYaGV2Npp86yJYPc+I53YCLzxt4DyJEu/uhP/5K+vgFWrljGkX3PkwjBhpVLWba4m80r+5geHuWh+x9iz66z9PWVqZgSuq/w6Q9/hIOnj/Mv//h3/OMP/uU/DbexGDi9ECWsllTqRb9JmohjNDKnTh7nfe+4Hrte5ujeF4lpcMNVm8CuUMk2CAVUAtE2vHqBmck5jGIe0Yax4yeZHJ5kaq6A1LBxClWElEhpukQ8HKZhzxMJhehuE2ksyTAxMcHZ08dZtHwTuhZGlCIUyo0lgV4BzzdBXwgjLSBYkI6kSGhBLt+0kdmTezmxbw/vu2EDCa1OZf4Uye4OjLpFfmYEVYmQn5whNwpT53LkpjRKlSjjMzCf91nS28vU6EEGWwLU5kfJRCwaE+NcvylE6niNbrnAqjSIU8eQG5fgeRKN88O00WgTSZjP59H1hR34VmUFs96gVMhTys0xee4ssgshAfa89DLvf88tWPUK+dlZ5vM56vYwY5Nj+A4UZqokO0VOHJmiJsDxY6dgfo47LttITzoGtQIUpokqDqbl0h9Tefj5CZatrODWqkyOT4Gs0DAWGGXnn0+mBKFJDtgwDXRNxahX2ffGHm658SY6YhEOKQp9LWl2Pv0S/e3wx3d/BFUGLRSmODnMdVdcRjTRxs6/+hGXXbOKmYlxrr9qG88/8gsykRA6Fjo2Gh4fevfNrF+yn+dffJmje0apuRDvjvKeW66lpTWJVSkSCYep1t/+OaREMr2jXKwwUZz+4mDfwN+qOJRyOfq6OjHrZU4f38f+XTvYevEKJkfOsW7lMmqVOou6B5ifLVKv2Tz90kucOFxmvggRI0uulMUTIB+o8ewzDa6/dD2CnSeqi3SnkjQ0iZxfoCeqctqoMXZsH0NdGVoTIZDBRaToWKj6ws3nlIslorEYMiKf/9Qn+cQdF6NYRQ68WuaWyzWCgsW2G29l/sgxMp3d1IpFQi0d2Lk8r++eQ1Nh77MvM5mFoAxzU/MM6xqS6xOPqJi1BmatRjwiUywZbFofYc/RCvmZERqGzNTZCVriyS/Iio5nLrCyqCQiyE1KLN/3Eb0mZZJRb3RuXLeOk7te4dTB3bTrAqUJi8Xd8IG7bqSlNU17VOXU+Byf/fhH2HloBMNRWLRsI+NjI3TEU9z1rvexemgxTn0ezS/TlVH4zMffybMdL/PC8yepFKFvyRLW9PcxPTdOxTABj4nRsVPnC8Zv6wpoASrVGqooEAyFmJ+duzsS0Onr7KYyM0JubpyBnignj+/j2isuJhHWOXP2BI2jNYo1i+GpLPsPn2KmCPVGFkXPUq6A5cGR3a8TqbayYlGGcm6aZCqC65SQxSrhoE8iBuVcgVQyzfRIlnrDwXIJIIj4okc4ujDneX52jpCikQxF6OuKk1Ql2qPQHg/iGkUyLXEco0Cl2kAKpxkfG2V+cppUEE4fPEGhMoIsaaxatoo9bxyEepYtqzop16eJRmTmx86Sjst0pBTaomBkx3jn1Vv58ie/wnV3fRRVD6NKCrVajfn5eRzHuVHX9cffZO9fqBUJhIjFI0z7DidPn0TC54oti2mLJRloTzF2dgzXdag0TMYns7yw83UOnYOhAVi9YT0bNm1hulzlR79+gldfPcpcBmpTZ7lq7SCDmQjU8qiKyOjp0/S3trJ5+ST7XnyF4TM5+rq6QVGwGs7COiT3zTtyniretR1cRcKoNzh96gRixeBdV1/Ou6/6D/71r/+EC5aE+ch7biQue4RDGkI8RDZbwmpU0USPtgRY5TzxWCulmUl0PEqzU9Q7InS1xClOn8OzSmxaNYTXKINzkP0n4OJVy1l32UV894c/IZFp8T/0mS8IirIAG6xIRLUYg/HQ33rYVKslHNMiEYvQmo6y941nyOVnuGBNJ5ouYZkehVyZXKmM5cFr+w7x1K4ynV2w4cIBtlx2KQ3TYMeLO3jpxTnywxXOHD3Nsv4E1229ELUlTH56lmJ2nnQwwGBHgXRQY3p0humJUVaKPrVGDT0Qp+JaCxJFA0RjEYq5eax6/T2rliyhO51g17NPs34pbFq3htrcNCP79yMKApZhUKqZPPfQI+w6eBwJuPXq5aRa2xibGOfUidP84N7XuPWKXrLZRQwNdNDdHkWSHXLZGWZnJujtaefE2QpGrUh762I8E4xC+e8pW/8g/D9gRf6vZKPgoUgyzzz5xLd2vriDL/zOx/npP/8tpSm4anOC66/YTDoWIBHVyE2N4BouZkNk2WAf99z3awYWLaM7k2TuSJWp08MIm5biGyU0xSSgWliNOldsWU5XLMXjT71OX3uCpd3tBBPX8uEvfIa/+tO7/a98/RsLMj1p2jaRcAjJBzybdCrJ5OgsZ0+eYOPSfo4eKfLeWwaJRQM898IOrrt6Kygqk/PzvPjKPvYeAVeGqzeluPLam1gytJJnn9nBSy+8zKlDxzm3/zjLFsGdd97I7r27Wb50gFI5z9z8FKl0nN3788zPF9C1EKKs4wuSa5sGVb+BJy7MwOjy5ct55L6fEtE0djz2OAdffZ133rAFt1ZB0TVODZ+hq6uDbK3G4YPHeOy5GaYL0NsdIt22iDWrLmHnzl3sO7Sf0hj45W7K01H6W2SSAYu2sEalVuHw0SIzMxCRC/TJChs29FM5N/67Nb1UE8PRn2QyGUKhEJVK5fFQKLTg5Kr2eRl1NaTz4OMPkRudpDMjMHn6NO+/8wZm5/MU61Uefvo4JQO6+hUuvDjA+FgZXZPpbYszOTmO2DC5eOMKlva28Owjz3Pi8Axb1wW58+Zr2bfzVSwTTp4c58hBkFuy1LKQiITxzTrB0G+XBf7GPaRAQKVQqOB5TYVWURTJzs1f//qunf4v7r2P7tYWupJJJs8cZ9+rB7n9+m2EJQ9ddMBu0JiZIhYKoIgeL+/YDgacPrSXXc88yszZY9glg8LMBH6jSmFunEwyhIpDcX6SntYEWzesIipBdXYS1WqwuLOd3S+/AJ5FtfL216CrxSqN8zT9k5PjHw+HIwwO9PP6weNsf+pxXnjxRUpVmJgaR1I1Xtt7mJHpErv2nODH973CuYkyN1+/gkUDvZRKJS7csIahgQ4quTnuetcQV9+0mkuvuZY3jhT493uf4oVX36BuCwTCKYaHpxgdgV//ah+lPLSlWsEXyM3O/K4IRCX19EId5umx8ffEEykigeDPD+7dx2vPvcwrzwxTmIPHHt5NLNlB2RJwlRhPv7Kbh7bv4PHnDzM66XD5hSlaMkku3rSem6/aSlsqxjWXLeLo6VF+9Ivnue/Bh9jx8mucPDNKrlQlnWnn1VdPkZ2D3a8d5fC+QwRkcAwTAirCAiOUarUasqJQK1fwHRddD+CaBvnpKdxKiUs3rKE1qnHJugQbVgzRm46hCzZ+o0puZpxMLISCw0P330NMg5effogDr75IPVtAR2Hvq7vwTYN4UMa3S0SCJgG5REvM5vorVvH6C7soT58j6LnEFB2jYDSt/gL1y9zz0hbVbPaSTDx5x6YNq2jNtHDk0GFkFeqWDYrGlsuv4NdPPcuDT+7gu9/bx8gcbLg4zQWb25mcyZFOJ5kaG6avswXVb3D5xWu58OJBJvLwxT9+nJGpLPsOnyRfMWmYPq/tLNLRFecnP/kpguCTiEWolAp/qugqkUAE13G2LABihdOjp9HDGtufeoqXn30eqwTPP7WTM8dGsGyZuisxU7V4YPsefvzADPEWGFisEVIU3nfrzazqDnPtpgE2L8lwx03b8FyTX/zqKM/vPEjJlBnLGfhaiuVr+ygZUDHgsSd3kC8ZiGow39bX95NIJPJW38iyLBqNxlsS8gsGTPKhu7eXg6dPsurCTdz7yx/zu5/+Aoqk8NgjO5iZs/jnHx0n0KrTt66DcO8gcqoNX4eOrnawG1y+YS0toQBdLS2cGx5l/aVLWby5h589X+c/nniBvaNFHnw6R3vXUu5/7QH+8qt/zl3vvok7br6Zw/t2+47121WtfvMMyQPX9dBUhZnp/PVtHZkng4GWJ8vFAi3JBAPd3YQkOHv0MEEZjEqJguOhuCFi8ThaOMrhY8c5PDLDxOgMngmFqRJ6AEYnqxgOPP/0dtIBn77uOHE9Q1DXcDUFxzBpTyZZMySSm5nh+P79mMUSpm4DLuoCgLHC8TANqwH4dHd2/hB8ZmeniUpNluRv/81fEw0K3PvjH/HrJ57l2quv4fXX93LseJa27ijhdCsmKr6ss3xwEaZtUa0UMaogSh6+qnFsbIoLr9rEC0/upvHqKLff0Mqv7t/DpZf08t3vfQJLDnPPw8/wyU98lj8q2/4tH/+UMJObujocTz6zUIe5vav75/jw7JNP+2ElTCzcxhc+t41IQOPxh3/Fd//5dVaskNm0+SIeeu4kuRJ0div0D6TRdJ1qvUYkpBFRoxTzJYKBMMH2VjrDOifPjjJXOMBtN11OcW6eBx44wS23L+Mb//L7lPMNfvizRxCEczz55ON8eunqdUIktn+hsyOA0Pn6vu9YKIEAldwcPS1pfvAPf4fu2Qx2tyPZFo5poqhNYtLOjm6Oj4zwy4e2c+K4Q7kBsXgdfJu66bP75VfRpRV49izmYJTejijFqXECukR7a5hycZZ4GHa99BSL1l+K4oJTscBaGGShrqpIgFmrE05lXkFg9djZEb74uS+xZd1i1m9cxOM7znH9dSGmX9rLrr3z1CwYWKvQ0t5FuqOHUrlCuFBHVEQWD/VxcM9uNMmlpzvDeEkl0dfO4Jogv3z8LNdtUxgfPYvgw7e/+wX6lqwnWza57l2fIN7dwcplQxtr2eyWUDq9MxlK7Xz7/ZHJbXfe8v4dTz5w749/8u9cvnYtD9x3Lw/f/2N2bN+O5Z6kd1kP3/qr14i3w7KLFDQtge9qaEKEoNhgsDdIaWwC1ZknrJksWtRPV08Hu187wLl7D3PXuzby4vZ97D/okmiFbE3GCUSYr1T4/Jf++P6//eH3fx6IxahWq29RrIVCoQXRf/qv6+677/b/9e++w53XX0UwneS+Xz1MRpH4+te/y6F9e/mnH/6YlavTSJkMxyZGSQpB+vs6mN9zClmTceplDu/Zz8zwDKvWrMVvaydXnSeRamXlNfDEnjEuWt7Bp758Peu2Xc9LP3qQ0xOzrFq/iTuQuPWmq/mPn//S/21Kz7+5Q3J5S5+mUqksEaccsaW99XHJg1Iui1EsMH72NPf96B5+964bmZ48Ackgiwf7OXX2LEXb47ld+zh82qThwOJ+mc2bt7Bm1Wre2PUGDz/6OmbD4sEHHycUhDtu2UJnOga2heCJTE9P09PVx66HzmF4r7P8kss5Mj5DfXLiXcFMxy/f7k11TRcfH8uzEHyb//mPf+///P77uO2WG+hORPjX7/+Y973nNj712T9k9xu7+PUDD3LwSJarr13P9Pw8rYt6EBSZY6+9Stmqsm50JboaoCUNkqiRbu/B1yqMzYxx5W2X8MQDr/DQjt388V/9AR1DKziy+xAHju9m8fJ1vMPR+ftvf4f5YsX/6Gc/LQjSAnJi+fCzH/zQ/8ynf5cbLt7CiqHVjA7PEI+F+dIff5tiucAP/v37/OTXL+MrkOiLE2ltxRZczg2fZe3am2kYVRrFeYIhIKQRDbfhW3Xi7Wkw69zz8xdIhQU+9/vvZsPGixg+OsZrB46yavUFfGVgLT976El8LbDvs3f/xYKSf8mKQr1WIxgIUi2XMY36NclwYHt3poVTY2cw6mWS4Qh23SDSmaZSbSDKAgR0tm9/gr0nZxibhVgUli0L887b38Ps+Dy7XtjL0ROTbH/6NTq7BCYm0qxb0Yfi1AiKIrOjWfIFk7YMjJw6wqKVG0nF4vimAO7CICgtxwHbR/ZFdu943v/kne9iZX8v1192EU69QiE7zS8e+jO++a2vc/z4WRoWLBqM4+gKDSVI3nCZL9Uw8ZicnSYR0sjOT6BJ4PkN/EAAvaWbUqPOwOpWdrw6wwfffyO3XH8j586N8Nd//VdcdvV1fPkPPsbe0+f4wHvf+cZ9Tzwl4IsU5nNv+/s2zDq//0efu3f/8b188WMfxZkrct+Pf8m1l17DLTfcxv0P38/373mRhgwrV3RRMxqkWzqYGp7k9Jlx7rrjemZmjhFLeJg+OKJHXZSoeRrRjk4mzk3yP+95g3UrW/n056/gosuu5GcPPY2lRNgkhPjXn/6C3//c5/0/+tpf/F53d/c/a5r21rzbm/IfC7WCms7119/IDbffgJ2fp6NvgPLoCI888izv+OTH+WrnIH/4jb8kkWxn1SVXc25qlFOTs1gCPP7kExyQICAHiMpw9vhRVl22hdq0T873GKt6BPrb+J0/+w5tiU6e/LcfoRLm5hu3UsBhSzjEQ89vxzYWOENSVZiezl4j+LB48eDf49qU5+cv7eroJBmL8uSjD/H4T+ZIRII8+ujjbFzVi6AGeeqlnYxOzfD4C1VCSWjriyIrKtOTWfq72ljSlWG2LUl3u0Yi00JrW5Sdrxzl/l/tZO3yJKlIhEVdfew9fJLxUZ+WDOhqiFeef5VAezvBtvZfWpX6JmD3213iUDWVhlNHVzVmZmbo6enmtttu5ezBw7z/rs9y6OB+Tp2Z4db33kE03cbXv/U1Xty7j42XrOXM5ClcQSTRkUL04MGHHyUdi5AIt/LGG0dZu20RDRHkRJK6EkRv13jnJz9Nx6U38dzPf83pUyNk2voIRtu55OI23jh0jOLEFIIsQSG/HDi2EIfZrZTo7erk5uuu59otlxL3YeUFl7Fz5yv8w7/cz2f/4LO888Of49jf/BWiqhCMR5mtV5B9m5Lpc2rkHOdOHUQ0y0g6HB4+x/rLLqeWtwmkW3DKNRSryE23vZMt77yTZ+77BWogREfHEoLxFrSETDQRZWJ6BK+WX9CLK0lSs5wiCGiaRjgW2Y5tUC0WeWH7Hlb16YQ8g1HXICCL1DtaMFybJ198g7PTkOqC9Rf2UKnUsBsm61ctptjWyuixM6gqtHc3qf/vvX+MY2vn+cQHruHE4QOkgjGmZmbIF6AyP0/jiUfIzc6STraAvDD8fYokI0kg2hLFYpnOzm4+/OGPEpN8qsUcbe1dfP07/8rd3/h7nn1uO//+nz9ATbRTMRsQTFB2QApFmSmexHBMfnLff9KfidOow5mRU5jtS5g1fBZ3L+f1Nx7nhutu4Zrr76JYKXDg8Bk++anfYWx6ElV1SMZUDp48CQ0DuyGQSbW9/eVYo3bTnsO7+erXvsyiYDtJW6U+kueZp3cxODTAez/6Pxi3BXad3IsVSGP4ReaqVVBlEmmdl3a9QKVyAj0cpKJAVQ8Qbu1j6swM3auGMLyDpGSB977/PQxceiGv/fQeEorEwIpBzk7N88VPvo+/u/dXRCKRf35T5LNSqeC67oLpt725Thw5Sq1URHJdVq1YhVZrkHdFso7Mc796lCvv+iBrNz/PSyeOYkei7N5zgFhAIq7BXKFBMh2lVKwSTQc4eW6ckcqT6OkE6Z5e9u6d4D++910EOcLeF3cRTrbQFksSDIdo6WrDHDnF6qFFjJ89tbA9pFyuSjqZ2p6Mx7ebtQZ2vUE0lX65UigyNZsnGolw53veww+feY6rrruBnW+MsuO1few7NcFrR6ssvTDFss3LWL5hC92Ll2O70NvZhlGaQxNssjmT5Ws3UajbXHL1WkKZID97LA+hND97+EUcIcxdH7mTHzzwIJdfdi1zswWioQR4Eqoa2P22R89BGc8XUFQdH2iUqyhIqKLErTfeRCKWZsXyNShykJeffZ6h5WvYsvUKcjU4MTzKsXPjHD87ysFjo5wYHsWRNY6eGePsVI6qCS++/BLlegM9lOCN/Sfp6l/FinVbefjeRylUHLZuvYZrr72WFUuGCKgSPZ2tZBJxKFXWoWrHFsxIh8LMTE8xNTbC0OJ+tm7diu3AZVuv5OJLt/HIw0+xdO2FH3rPuz7EbLZEqWpw4sw5To1NYgnw0u4jZMsG8wWD6TloWPDQYy/w2p5D6PEMIzNFOgaWs+2jn73j9cd3EFRjSJ7K6mWrWb9iFT0dHfR0tWE7DcTowkaSnuc1Na48760yyv3/+SN/50svc8O1m/kff/gVfvCf93D9ze9k35EzPLbjdZ54ZT8Hh6FreYpYey8VRyCWSoPgkZ2dQJVsSvVpBpd1U3NsQokO3vORyzl2Fn7vy9sh2Mfzr52m0ICP/+5N/OiRf2fxkiFyVeMtCPrCvCvk8yWQRaanJ0mnEkSDAbrbMqxftYrFixazaf2FPPjzh7jssqu5YtsN7Nx1nES6k7Mj07zw8i5+8as30ENhfvbQw8wWSzy78zixTtj+6hy7Dx5C1AO8vv8oiXQnN9zwTooFk8cfe5YL1mzAqDQYGuznhuuuxmhUm5I1moYSjFAv1N7+jNCykulkitnpGcJ6gN6ublpSaa699jomp2aZHJnic5//I2xX59xwlnC8k7mCwd7D08yXDJ55ZS+zdY9nds9jqXD/ozs4fPoc0XQrY1PzjE8V2Lj5Crq6hth5z68IBWKsX7GOzkSSS9etIeBZJCNBIppGKZdFFKC1NUMkElpwCXNNUhhs72RVaycx06YtFKWzvQM9FufQ6TMQDn3g6muuw200GD56hJ54nK5khs0bt7BkzUYySy4gMriS9jWrWHPpJoKRGGePjXL45X1sW7mcC3uWMXH4JKcPH0JXBRavXoyguSCarF63Cs3x6IqnFtYhJVNh5uaytzQaDQTPRwmFeeHxJ/wvf/H3+fC77+CKy7ZiNCz+4ctf5ub33sXnv/x7CMEER84ZJHozJHqXUvJ1zkwXmC1WcX2oVStMnDuFLkIopjMyOU/fktXMVy3SvYtZtkHn6Vf2csX1N/Kn/34foUQ7v/7RL5jPVnjfez/MzHSOP/zQx330t38wtma6oEgUirUtdsOmI9VOV6qNrvY2fNsgHvCJB3wiQYmTx49z6vQ5brntfWgBgULJQQ1EyXT0sGLdalZtuohYWxdLNmykc/UqYt2dtHW2s/2xl3n15dcZG8lx4YZrkYUkoqMTloIsak0R1lzc8gTrt6yiLROlbtQgnt6PtIACX0adaFChtytDRAfDKYBYIxIUkN0aslln7vDBH1+zeROL21qYPH2KztZWOjq6WLZyHWs3XoKnt6OnlrB0zXrWr97A0oF+NC3CI0+9CIE4H/zUZ6mOjD04NT2L5LoMtrWQbGtFti00bGTBQ9ZkcMyFdUjnQROu42DUG2x/9DH/7j/9MyKhCLfdehuHDh7lJz++j97B5Xzl7r+mRhBbS7HswgH0lj6qvoanBkCWUXWFUnGOmZlzmG6J8ZlhOhb1Mlsymci6XH7jdYQzIg8+sZeNl97An9z3AKFUO7/88U9It6Z577tv5ZHHHuWbX/mTBUFyyBKEY1EMo0EiFUNVJTpbkrSlk8j1KglJZHFbO1axzNSZYS5adyGrly7l5KFTnD52lng0xepV7aRaO+latJzBCy4hsqibaT9A67IE+UqdI4cPMD58hnffcQsdmQSH9rxOf2srkuOSjkSQPVBllZXLltPT0wOuRTE3e6WkL4BirC9Zbsln3eIL8A0HyXfpGGwn0RYkmdYZPnsUXZH52Ac+xtipaQ68fpKR4QI9iwboGlhN59BqIu1raF3URe/gclrbW9j+xAscfONFCjPnWLO0j4s2rmVsbBx8hcWLV5GKtxNMdRGUAnTEM6iWi5EvvCskiGDb4Hv4nsNCczQuWbIEo1ojrmjE9QDlQpFQKEQkESeWyfDaU0/9tK2zjXAoQHGuxMaVq1m/cjXRaIxgNIWWyNDSv5hgOkVHXxcXbNzI5ZdegmA69Ld0IJgOsyOjSPh097TTqBUJtaaYn5vGKhcJqhqNygKX7BwHwuHwI7FYgMp8HlWRMBsGjVqdD7zv/YzsO8CqjZs4F9W450f3cNcnPsgH0ikOfe0vmWv4TJyeIJpqIRmJI/oW4ViAHTt2EDRzJDPdeL6IrwRx5QCuGqZkmdR9nfUbNnDzRz/D0z9+ENeA9ZsvJ55p58T4BOdyRXK1Ol7l7Y+wJF3CB1LxxE7RNpkYnaAtFicejVGcGMMs5cgko+D3Mj03y+u73uDSq65icGA5B48fZcOWzcSSMSLREIIEkiAgyQJKQCccT1AslLn04uVMT1ep+A6XXXoVr72yh9x8gWsv24zgWVA1CaselOcJhXTUUABMB1dZQFkGWcZxbXBM2loTBGwHKyCTm58iIImkwyF+9p8/5vN/9lXigSBGw6Wrq4tMexuarhBRQ4RVlbCsUiyXCbk23UPLOHD0KAcPHOXs6BiCrLF7337i8QRdba20dXbgj48ihIK0L+pDlSV8XQdlYSNJVVGxTBNV1UhkMpw7d45gMMx773w/2WyRCzZsppSd5cFHn+F3Pvu7fO4rX+MP//xuXEMkJoVJZjpIx4OMHN3DzOkSr7z0Iq5TB8kjX5+nEw81mqJcU6nkRELJlbzz9uu5/rpL2PGTn9Oo5rjw0svIGhJOtIPxqkd4gbJC03JRVAlF1rA9l5Z0klBAA98lFIshFiqovs+S/gF2vfwqd939ZzfJ99zzWH4+z5o1q4mnk4iKhKLJOI5BIJqhf7mKhI+oaoTHxtm98w3cOsSjYeZmJ/HsBt29/fT1dYPiQVAFD4J6iBMnTuCbztp4IvWcJbz9JSzLcmIBOUg8EKcrFkdWFfy5eWrlIkuXLeKRZ59hxdxG2tIZUokWKtUGixYtYdWyIRrlEh3taWzqLG/vZvjcOKtX9dDdVSQ3k2ffrlO86yvX09nVzivHj6OpOuWSQWtnAgwXQVLp6exqCjYGguekaBRsC6NeQ1BktFBwQc+1bdu0tLeh6hpWpYDlOjSKBbL5HIomc+LEMRavXsZFF13EsXseIp6IoigSmiqTjsfRJBHbNnGlEJV6A9cTicejWJbB5os2EUvGqJsNovEIZ0eG6ensJCEJBEIR1EQSRBlZ/e1s1G+cIdke6GEdxwM1pIEqEQnodGYyTJ0b5prLLyMRCbKop5eBviEef/AR2joH+cof/QUnT2cZXLwMVQ/wxt59PLH9eQq1BsdHR5ku1dh9+CRyMMKOF1/i5w/+GlkLc3ZsDkfQuOvDn+LJBx5DVgMMDS1HQkBCoKuznVg0TLGQR4xE3n4EFmA6Ho7X7DUEg0EURaFSqzeVY12XqYlpTp84RbVUZnxklLZ0iuuuupJEJEwmHiOkqcj4qAhENJV4IEAsGCCka7RmUixavIiGUeH2O24hnYl/7vSZk8zPz1GulihXKqCrmK5Hdj5LuVajUTdBVReWfkQQUHQNXxSQJIlGtYYuytjVOqooUS2XCIZ0SvMz3HDDdcgyCHJTfNFwTBzJQwqrSGENNBE9pGBbDYYGFpHOxHnXu++gpSXN4cOHOXPmNJVKhfL8PIZtkSsWqM/MUSxX8H2fSr64dUHhscDc3NydlXwBfBg5N8rK5SvQJJGLL9pCLJakp3sRy1eu48mnnmdw5QW8766PMjWdo6Wti5GJKX7x0BOcGZsjnIaJYpn5usV8Dc5NeTz23LPk6waoKodPnSaaamXrtuvZu/sg9YbHqtUbScRbGBoaYt26VRhmhfncxIK8a0CVOHtm+Pd8X6BarWI6NpFYDKvWID8zw9TMNNlClmKlyMT0FPUzpx/buPECoKl6GggESCbjpNNJ4okYiiIRDodRVRXTapBJJkim4qxZs4SBgX727t3LwcOHmZye4vSJU8xNTVMrFEBQMEyLgcVLEDTtgOv6FAqFt52/T9P0ec8Fx/NxPJex4VFKtSo10+DwiWNU6jV+9fCvCUdDTRVYXWVgUQ+arqDrKog+4XAY3/cZGBjAdV0SiQTj4+P09MQZXDzArl27OHz4MNF4jLnsPIVclvmZaVzbwkdkZHSUsYnx97zZhNd1HS24sM4I4LXXdxEMhfAkgZNnzzCfz3Hs5An27N/Ha7tfZ3pumvn5WWKxCNEYuK6NbZtEImFCoQCqKmNZBq1tGcJhHU2TkWSfQFBHUiUOHdrPwcOH2H/kEIqmMp2do25ZFCtVTh89QalSpVZfYKYGWYOabRFUFDzfw6oVcR2DVDDAqr4eQlgENYlwJkVQhFK2wMvPvsIFl1zGtZddyNG9e7AkH0306FreSzqqk4wEaIkEKeSr2AWRaHs343OTvPHGXjxcPv+7v4si6NSKNcJ6jFQwRCKRxvIsWpNREiGJaFQGb2GodGq12oZYJLJHEJrGeWJygoZhUKuUkSSFUn6GM2fOMDwxhuF6FHN5YpEotVIVXZII6BrhSAhVlVFkEVEETxFRZYm5XB6j0SBfKNDammZqevwfp2bHEI0Gx04cJRVTWSoPUDVrtC4aoFxvYOay8N8GORek04+u60QiEerVGkY2R3lyBsswmZ+b4dVXXmFo5XKKxSKeALFECEWT0YMakXgEXdGpOQaSJBFIhBFsk5pjICLTqJWJhkNUKyVq9QpzU3N0xKIU81mWLFuGq2pIqobnQqVSI5LKvLiQF3d6evbGrq7e+7MTUzcGFePx/q4+KpMTbFq7Dis/SzQQwvQgFW9l5NABXnrqWS5YtYZ1y5dy+I3XGJ/Ls3hpO4lYmJZ0FNEx6GhrpXH6HAlfIld32XN4D7IWo9aocfV170KSTLIzM2TiGdrTPSiRCJYoEAvrrFq5iIqwMJBg2/ZZPNj/T7Vqle7uXkaicYZHxxhsSVMZHWU2lyVXyLPn0CEkTeXV13ayZPlS1ICGKAlEoxHCsTChiA5CHFURaDRq1JymKJ8oNs9NMhUnFAoyNTPJ9Nw00zMzBIMamq2RHZ+mXQ8yPZsjmyvhNKwNYjS6p6Ul/dzb75C0X+l6AMd2sWwXXxI5dfossu9SqlU5O3yOpZk0yWSceqOKpEgEgzqW1WBoyQDgIKk+dt6kpbWNumFhGCaIPr39PSiqyslTpzh87CipeJyWVJr+xYuQRQEpGsPIF+kfHCQejx/A80ASQJbBdbEXuGSXSCQ4eOQw9h03kWzJMDszg41Dvlzk5OmzGL7NyNgIhw7vZ8WKATJtGXzfIxwOUioViASCqJpMsZgjGNLIZOKUC1WWrRhifHKUN157lf1HDhDVVVpaUmRaW4lUKghqAD2eYGJmnlAsvrAZ0lw+d7miqJhYCKqIGg1h1Gtg2/T09fyOXa9iVMv4tosiKIT0CJNjMyQicS676GLyc1la4hHWrV3O6rWrae3sQg7H8MMJ9HQbq9asZPWalWzetBHLssjlqoRCERoNk0QiRTwaIxYKgueCZyMno2Rzc2ia1Nzst3k5tockSXtksfm3L0qcHh6hVKtTrFQZHZ+kbliIoszI8BjT09Ns376dibER4tEQwYBGIhIhFQs3mSp8G8uo4Xs2oYBKb18XHZ0tDA528eKL29n9xiu88soLHD1+mCMnjzI+PcWxM2cQVA1JC1A3Ldo6urArVfAXEA3tupw+fRrTtigWi/R0d+NYJrZlMDo6ysTkJC++/AKFcoGnn3mKYCRIKpWgtaOVTGsGPRLAlcGRfOSASqVaYGiwl1BQoberneef286OHc8wMjLMyNgwpusg6xqlao1IIoYnSoxOTFAu1Zt66gu42tvbH69XKqQzmcclWabRaGCbFr5t0dLaiibJVEoVgsEwIT3E6NkRktEYEVUlN53noo2r6O/tpa2zi0xHN6mufqRgkvUbLibV0s3GCy8k3ZJEFh2iEYmOjiQTY2colwq0t7aBC07VQNXDRIMB7EYVfHtB3rV0XtRRVXXGxsfJ5Ytk2js4NzKK6fsUahVGpibYf+gAh44fZmp2ip27XsW2TXr6OmlpTaKoAo5ro6oyruuiKAqJRIL+/l56eruIhsOcPneaHS89y6kzJ5icnWJkchxXBCQNR5Cpmx6GA6VyDVnT9wiChLAAo1ee5105Nj6JpARwfJjP59EiIfYeOsTJc6c5eW6GQinPq6++QiCg0NnRQjIVo7OrFUUTcL0m20EsFuPcuXMsXryYVCbN0qVLOXb8OHv272H/kYNMz8+y98B+DNemUKuRLRcBDzUYYGR0FMO0MrgujVIZ8HHxyeeK1yzkuf6DL32ZSq3Krx99hM7BflxJoFyrUjcahKMBDh8Z46mnn0ALqFx8yUWEwyFUTcayDaq1Mq5rI8sSlWqJRqNGoZjFci0WDfZRM2qMTYxSNS0y7a2UjTp6OEQslWbpugv49aNPsG7DhWy5+LLPLKhDyiRTL4gIyMiIqBSy81e6AqTbW5menPqfSihMuVplPpdnLpelXKty4NBBTp05QzAYRBQhHA4TiUTQdZ1oNEoymSSRSBCNRnEcC9930HQVRZG46KL19PR08diTT/DGG69TrlY4fOwouXwW07axclkCoRChSBTstx+dVCwWL4+Hg9SqDep1g9vveBeJTIann9/B4NJltHd1gyjgCiKeJGA6Ns8//zxnR4a5+por6ezsQBB95uZmyGfn8BwHRRYx6zWmpicIBnX0oMLqNStIJmM88+wTOG6DSCSEpCp0LeqjpauLniVLeObFFylUqtz4jnegqDrV8sIpxhbzuesefPBBTp06xRt79+BYFr29vQiiSLaQR48EKNdrfOfv/45ipcgFG9bR1t5KtVzi7Nmz5HJZVFXGE10mpsdQVZFSMUtAk9h4wVr6ejt5+qknGB4+S8NqsP/IAQq1Cp4i4YgSv37kUTItbXzta1+/G2lhOb8AKpXKTagKqGpThDGRQNd1inNzjI+OIYsSguMxNTbB3td3UckXueziS3AdWD60mGQ0RioWJahqxMNRUrEouA6pWBSrWuOyLRehyxLrVq+is6WF13e9xtzMNFMTk4yPjlHMFzCLFTzHxzEcAvLCEG9GIhEmJmdub7JP++x8/XUOHDtGJJVECgfQIiFEVaGlqx3HdXn2xec4fvIYa9atJhaL4DgWjUadWq2C41iUy0UajRqWZeLaDoIPF2xYR3d3Fy+/+hKHjp7DxsERPfLVCuFkgkVDS5ktlNh74DB//Cd3QyiKYdrU62+/Ew7ooefWbdjI9/7t+/iyih6L0drdjSsLjM1M0dIR4sVXXuHnD/ycDevXsXr1CiTZR9Nlzp47ieMagEcul8OyDArFHI5j0z/Yz9CyIZ5+Zjv7Dh4h095KKB7FwqNqNghGY0xnszy1YwfjMzPkS8W/5/x4gee6b6kTL+Ras2mjcNM7bmPvwYPM5wv0Dgyycu06rrhmG1ffcA0r1vag6ApLliwhlU5TKBSo1+sUikU0XcfxPeqmQVtLBj2gMjc3g2k2sFwL27VAEVADAl39PXz4Ex+jb/EAqfZ2jhw9yt98/6d86vc+T7J30fcW1CEJQNUsY3rNw2M7TlRSFBwEfFEkV8gxOTvHXDHPdHaO8ekpao0650aGaWlvQdOU845JxPVsFEUjFAoRCDRruG3tLSiqgKRAIKghiC6GWWd2dprDR48wPTtLuVbHcj3qlkW1YZBua2dyaga71tj09rdSBLdpoIt3iqLIBZdeJrzvgx9i17597D9xnPZFfXQNDrJ09WoGli5DDuqYgke5WiIUi6DoMpZrUTNqOL5LIKQTjjadjeU4HD52mOnpKYIhlfUXrMa26mzYuJbLtl3CFVddwfK1a0l2tLP/2Ame2PE8GzZvoXvZSgFdw1ooWVGgXC4vP3HyJI7r8sJLL3FqdJjEquVsuHQz177jRq666XouveZKctUil2y9jKGhIUKBIOViiVqpCI6NiIeAhyhCR2crM7OTFPJZLKPBqhXLqFfKJFNxLrp4C7e883Yu2rqVgdWrOXLqJM88/wJXXXMdXctX/8XEueFPLuTFLRQKtLS0PGY3GuD7mI5NoVBgbm6OQqFAPp8nn8+zb98+PNuht7eXmelJFi9aRDqm4Ls2AUUlHUsgei6iYxPSdGRRoKezlVIuS0CSqFdKFLNZJFEgP5/FNE0mJydxfY+60VRDNg2HeqVOKV9aqH2lq7PtV5Zl8Z473ydcse0qvvbNbxJIxEm1t7NszSrWX7SBG269kUXLFzM9O0PfQB+bL9mMpqvUatWmVpYqIysilmUhCAKmaTI/P8/o6DDxeJzVq1cSiYRp6w6zdsNaNm+9lKWrVxJraaNqOfziwUewPYmr7/yAADKBgE4w+Paj7PRggG9+668/9/zLL7P34CGGVq6mZJlsuOQSbr7jdjr7ewnFQ0SiITo62oiEApSLOWZnJ1FUaOtoQcDDsx0GBwaYnJxEEAQSiQS33norckBh0VAPq9evY/3mTWTa2+kZGKClq5Nd+/fxn/f8lL/+7ndYsmK5gCyhaCrFQhnbcohGo9sX8lxXyxXe+74PXHFi+Cx/8Vff4tzEOO293azZuBHb90i3pGhpbcW0DWbnZqhUSyiKhGk1CAaDeJ6D4zjNsrznIooiiVScutHAlwXaujpZvHwprd2dWPiEE0keeOghPv35L/LVP/wC/UPLL+W3BKr8xu66VC0RCOtU6/UNvsielvbOX7uCyK59e8nXakQ9C0HT8B2X2Vyeg0eOki9X2PHCc1wVuQE9FCTT2kpLRyuC7CN54HsWvu+j6zqObxMMaSTa4iwe6uPQwSM888x2KpUyY5Mldu/bw2VbLmOmkCMUT9ISaGdiahY9GEGJxN72OaRkMvFyPlcik0rdHw6qVObmuOG97xeeeOgB/3N/+If8/sc/ytVbL+WSJYs5NTHKqclRNl+6GUmRmcnNMjY7RigcIBaLEAjolGtVrIKB77rEkwlmCzm6OjpwbZ/ZuSkuuGAt506dxZM8Onq7UCMh9h06wP/80Y9Ro3E+/fkvXlnLF7YFo/KOyAKAON5qIclyLdPawtBgH6NHD/OLh3/FXYpE/+AAKzatZ6qcZ/8rz3P5tVdx/Mwp5IBKKBJEBVra25EkifnJSaLhCB2taYbPniYeDVMs1/Fdn2qlzIaN6xk/PUJ3fx/L167Gtl1e2/06//Bv36d3+Wru+MQnhfL07PVd/YPfX8iL6/s+giwjuR5OvU4mk+HRI4epGyZRPYCHj+XYjIyeY8++faQyaaKpKHoizOKBfiQEovEI6XiMctnHMQ1820b0XGyrwUWbN3Dq1Cirli3l2KGjvPz8Dk4cO0ppapLawGK6uroIeRDKtFCt1Mlm8ywdWLog7xqNRpmfLxJQFGRR5G/++V+ET733nf6nv/gl/uRLX6CnswNLdFFjYZ7c8SxrN6xDC2jMZecIRYIUC0VC4QCOL+IVHLLZOVS1AwFoNBpEI3HOnDqNKkjNAFQS0QQFPRykrbuHwydP8urufTz4+As8uWM7IFHNFQhnElSrbz+837ZtMq1t//Stb3/3H79291fxbIPLNqwh3ZLCVwVQZdra2+ldPMDM9CQtna3EYhGmpkfIpBMcP34U1/ZpbeugVqvheQ7BkE6xUObcyFlWrl7FzOgEydYUV157DSBQqlb42b0P8fCjjyIFArzvrg8IFaOx1W3U1ERb6zOa5zfn3YQFJSDBFwQs1wtPzeeYmZgklkjy8COPIIkCgu9iuQ6Veo1kWCObzRJNRLEsi3Q6zcTEBKoko6gikuJRtw1isRi1Wo1IPIJRb4AiEknG2HfoIIVKhempeQ4dO8XITIm+oSXILW2v1IvlhXVI0XAUH4FoUNwzNzv1nqQe/vnq9Rd84oILN//g5w8/xB9+/IOEAiozkzOgqoiagqJpvLHvEKbos27dGjo62zAcC9uyCAdDSIKC67r4nsf4+DBt7e0USzWGhhYRj0c5ceIYJw6cobMzTLw1Q6lRYyAaobO/n4Mnz3DkxAm++Gd/Agsw+ezYDulkjGq5jtEQ0LUgCCIz+SKjuTq/eOxR9h87SFtbW/PSphNMzs+SaW2hWK8SiYbwFQnTdXCMOp7XFOvSZAVJVQhFY9RNg1qxhuf6GI0aiVSUYrnA93/0HwQjYY6cOsmuA6P89Jd3I7e27ihOzr9TMA308MI5pEqlsmQul+WC1ctYsmI5uw7sp241yLS2MF/IkytkkRMRSlYDXdeRJBHXdghqOmFFo1Gtodo+QVnFqRv4roNh1PFsC1FUUBQJSxCIxeOcPHeG8R/+kHq9zslzo5wYmeSzf/Y1cFw0PfSkUzcW9OLG43Ec20YWRTxR4OprrvnyK8888e3X3tjNrVdcyuCKZcxPz9De24185DAHT45QtCq093exZs0q9HgY27cpF0uIkk8gEMC2TYrFPMVKmQ0XXkI4orNuzSoysQTbtz/F+LlJEirUHYtcpUTvsuW0DQzyxPMvUjdsbnvnO/nCd/7+bX9Xo2HSmolTKdUJRGPgWNz9zW/e/fuf/uTd3/q7f6Cvu41gQGFiYgLDtemIR6kYdVrjUWbn55Fl+bz6qYNlmKSTSXzXxXFdFEVD0wIEg0GchkmtUW1WB+pVnnhuO8+98gpTMwUOHjmFL0BLe88H8SEcb1KRhSJv/xiDomgISAwuWUqhUuPx7dt59ZUdrFw8yPC5U4zPTLFoaAme56EHdSqVMogu0WgU13URJZBFjYnxcTLtHQiCgCg2M0M8H0kRUXSNE2dO81d/+x3a2topVKq8snMXdcskEI9x6Nhxf83FlwlWvU5uLkuqpYVqtYK9wL1RUVYIxWOPXXzFFZw9fJAnn30Oo+ox0JcmGY+xevVKprMz2J6LFghQrVZRFAlVkmkCuBQUWUJSXFzLo1AqYlgugqgjSQoONnXLZHx6igeePkxrDBLpNFddv5WhFatBlAn8ljbqN9dD8lwqZgNVk1FVNV+t1ejoH/jhX/71dzJ/8+df/ebTL77AhatWoMdjrFi3hmgywb4D+4llZ1A0ld7+PhRVZXx2Css2UNo7UASwHRvPccm0JrHcBtPT07R3drBm1Qpc02B6eJTLtl3BlRddjm16LFq6jJrjcd8DD7Bk+WrWbbtGqOdLW4C3laBRVWXMho1rO6Ao2K6DWzK47pZbaNTKTEwM8/rRUZIhWLqin+Url1GvV5kt5mlrb8FxLBBFbP+8VIfr4HkepuUgGiYNx6JcqiF54vm+gU+tVmFkfIzJqTnOTDbo6U+w7fpLGFy28n9gOaTb2h5ADtCoLZxAXywRP/Du97yHfbtepjMV54KLN3No/35+/uxeIiFYurybts429Gi0WZYTBPB86uUKkuMgCj6aJCM5DuXzv9PzPARBwHFcjHqjyTwtQr5U5Jm9R/BEEBQJV4FESyuEI2i2APrC9pBEUaRSKxMOBpEDOv3Llv7N537/i9/+zh/9Pp1tSa698eYP5UvlHy9ds4pFy5bwxFNPcOz0cZSAjh4JIcoSxVyOqgjBkEo0GMZxTIKxEDXLYN+BfYTCMUzDYPnKZcxMjNO9qIVtF1/C4r5FtLa2kWhv4eDR4zy94wWuvP5GetasW5DwORDQwQfLsikYDRKRAO0rVv3Fxksvufvb3/4XIhwmFISeniRdXR24+PiuR76UbxopWThPENpUQPVccPDwPB/fF8jOZlEUhUCgyZiuhgJUq3WOHjrAuTGbVEJBDsX43Mc/Q7Sl7R6rXEWNx0CA2dm3n8vONE10PUR7Z9eXHJHv7DtyhFK+wfZnX6OrTWXLli2Ypkm5ViUo+ISlIJIsIssSCC7VSh3faqCqOm/y0BUKBURZQBZVHMOkYTfAETl27ATDo1USCYklK1YSjEZ4Ydcb6JHQdxDA8VyQRBzHPs/GsbAZkiDKaAGNzZds5fjhQ/QuXkJ+ZoZkpoVwQGc+nyMajeJ5HslMionJMRRFwXE8JEnB9wRs26VhGchqc9DG9zxUXcf3m1ImhuPQv3iIqnEYRI264bJi7QUs3rhRMKs1lN9Sxfv/qsMWDAQwjDrpRMszousyOT7+/u6BRd+64JJLvvm1P/sKf/MXf8ba1atp7+lCC4V47uUXaeloJ5KMMpedpyOoomkasiLi+y7FUgXftghoOqKscvzEcfoHBwiFguzbt4fuji7iV8WZnJpiupBl5dLVDE9N8fATT/PIjld49s/+HKpVgpHo284WXCtXUJTmYbQth3A4giALfPDjHxeeePJRfyC+gnhmgmQyjigJSJqKZwiYpoWkyBhWA8/2sV0PWRQQBBEEEZ8mjYseCJOv5YhoOrZtU6vV0IIBusMRWrt68Q4dpu6JXHDRFtqXLvs2FiBI1CtVnAWkmGlra/vJtm3bfvz4r3/B6iWD5PM51EiY7j6DRUsGSaSSOI6FhUckGEC0HYKKjOXUcS37LcRjvdqgVC1CQEDwQdeD+KqMY3hIioyiqsxkc4QzEWwfZC1Ib3s3vUuGbsXzqFaMJu/QAi7TNIkl4timhSSJlLI5Nmy7Qlhz0Wb/u//6PWKp9I8X9/cRa0kzOT6Kq0r0LxsilIhxbmKUeCaF7VqoegjL8ahbBpZZR1EEehb1MjdfIhqPU62ZnB45y+CyJYyePIOvyQyuWUlAD/HSnr18++/+BTEQ5h8ef0pggbZWlqGQrxMKRQjoIo1CHsVw2XbDTbyx7w0mz56gLZWgr6+HaDSMaTVoybTgC025Gdd1EQThrcDCdr23yp6OB4qsoWs6jXqNaq2K4EMkGWVg6RLae1zm8w2ypQZbtm6DYAjFacp6C4LQnPt5u0t2rktjbnZb19Jl3/3IJz75nTd2vsTgYsjOTRBLJShUq4RCIQTPIxgMo2kq5VqJhumgBxQ8r2nvLMMmn89img0Mx2oCXqpFCvMFJFFAlCXaOjsQ1DySptPa3UmpVifT2UlrW8dTvu+BKKMHmlRkgiijSsqCnmvH9wCJM6PjHDszyeb1UURVQ9EDSKpKvlACGQzXJN3WguP6SJKE53koioZnOZimje3aBEQZWdYIhAL4oky1UqNhOwQjUebm5mnr6WF2JkuxUWNydhYEiZppI3iNhXVIlmGi6hq6pIDvUS6XiSSS9wqBIOfGJygZ8KP7f8baI0fRJJHJ8VFK9Sqm6GJJHrFUgmKljK7rCKL2FneYJCrowQCIHq0drciyTLlUIp1MUalUmJqaoVqq8YtfP8SO9GuMjs5Qd1xMoFCpgR7GWYAU2HVdVBkEJEzLoOrZyJKPqgVQgkGeefJZ2lMKiwYHmJmZYmxikmg0SKa1BUXWkCQDPB88AV+QUCUFURTxPA/H93BsQFDQAyHs85sXCASomRbFag0lGOLo4QlsQcZqWBimA8iIgkw0tnDS3oKmIUkSsqIQjESxGgbpdAulRgNF07B9H0FWMF0PI5snruuEFA1F0VAVCfCo1ivYvougKEiqjGGZzRKAKGOYdXwXlECYSDyBGA5RrFSYmM9x3SUXE+7seAQb1GAzA1nI1SxBeSiqiu84RGJRwKfi2BwaznHvw48gey6DfX2cPX2Saq1EOBGhgUsoEaNqGSQzScrFEsl4DNNxqJsWyVCU6VyOmukQEkRM2yUQiVCYzxJry3Dg1HGGZ6exLZczIxOM5kpsung5SDI4C+OEi8UauqYTCIjggKCoyCGNzr6+D548N/yTkCSTbG0lWyxRt0w8vwnHl0UB8JBF6a1M1/d9XMfB95sOSkRGRKHRsKnXGyDKhII69XodVzKQgwGCnkpbOEO6reObeAJCQAWhObQaib397BSSJBHJtOzAh9XrL+Bfvvd9ersihDWJnsFBfMtB04M0anU8FwRfxLM9PNdBUmVcD3zXo1ar4YtN2Qjb99ECAWzXJ9mSBEegXjGIJhOo4Siz2Rxl02T/0SPc9p73Ec+knjMsC0QBVVHOz2uJC85l57ouliNy5bXXMTc1wZ7XdqL4Lno4giTA2mVDnDh9HNFpDkkLgoDvCViOg65qiLKAbwuEQzqGZWJ5HpKmYdhuc+BVkAhGYyjVGrW6gel6rN+4kW3XXIvveSRb4vy203S/McpOFkVkUcJoNKhV6uh6EM9rRv1bLr8CNaKixWL8x30P8rf/8Uum5uZJtrZiWM0o1LANarUqlWoJ0zSRZZlAIIAgCNTrdQRBQFE0Go0GpWKZcqFMo2YQCIUJhCKgKDzz4ouMZ+eZLpTYdOF6ouk0lmkjB99+CeRkMn7+N8kkUjEi8SiuICLpAf7yr//67p7eNIqmogUDrFq1itbWViRBxKg3mJqYJBqIENJD6JKGggyeiOeAZ4Ld8BBQ0bQgtapB8XwDMBAIoCgapUoZE5E164d4/0c+eocaiuBLMp4oEA6HKZdKC3eabZt0Os3Q0BAzMzMM9g4QCUXJzeeplGvU60YTdu962K6Hh4jjuDRMA9fzkDUVRxSxJFDDQdRgCF+QsG0Xo2FRLlcpFMu4vk8omaDhOsxVypydKDOwcgWIIpV6DVFTEBaYFflN4+p7Hu6b7BeiwMoNG1h/8WreOHyQnz72At/7jx9xanwMPR4jEIsgaAoN16Fcr1Gq1bG85vvXDQtJ0yjWath+M6Odnc9SKJUolku4AshBnROjw7x2cB/3PLSThgDtA53EWtto5ApbCCxMf7B5tiRKRYtiuYoeDoMoEEmk71m2Zg0jU3nkQADDtgnH43T39GA5NpbjkEqlUBQFSVRQRAVVUlEUDUXWUBWdYDCMLGngirhOs4SHJCLrGnXL5OTZc7z6+kG2XnUVfWvWfhVRwDZMEAQEwcXxrAVxSAgC5XyOrZdv+9B1N12JA8iBIFXDQFRVXB9M06JSqeK6PtFojFAwBr6E63oYhkUgECIYDCL4PpZlYJh1DKOO5TpU6zU8waNUrzI6Oc5ssYgeCjIykWX56tUgyRiWjet7OJ6LbdtvOYwFPtgYlsMV11wr9C9eQrFaA1lBEBVK5TKnz57FsiyCwSC1Wp1EIomsKv+rnOgLSJKMLKvYtosi6wRDERAUfFFCkBXKtSq27xFNxBmdzFKtG9z0zncK5WqV2VyNas1dWIekyhISPhISvusSDASRZBXDcLhs25XCFdddx0ypRDQd5rItq2jv7SYQDRNOxKjUqgRDIXS9OWNRr9eb9CWm+dbhKZTKuJ6PbTnIsoooyriuj64FUDSdqmmS7OiipbuLXL3GlssvZ9nGTUK9YV5uGW8/SqdUqlAoFK4vZPNX2oZPvWah6gEMy0QPBKZDoRBBPdCE7JomRr2BY7lInogsSGB7CI6P4PiIrojoCkiejIyKKmjYtk8q2Yrr+limjet6VKtVwtEIXT19HD0xRs+iRURTLb8q1mr4koysKiA3qX0WDqEDqzZfKKxasxrHtFi7chWLewZoS7WyZPFS0qkWTMOmYZhogRB6MEQgFEGQ5KYR1jTkoI4tSVhAwzRRZB1JVvGQkGQVH4lyvUG11kDSdAzPYWBZOyvXr/1jAMNxsWybSq32/8Qhefj4QhOdBPC+j39CCKczaLEES5f3MLByKe09vajhMA3XRdQ0RFlCkCVM2wZEGqZFpVLDsaFhOhiOh+1DrW4QjsQQJQXH9SlUy6zedAGZnm6SHQJdQ4vJlst09PURyLTsxFsYY6WqIr7PeRqgEAgwMzN7UyAa42vf/Nbd5XrTgaZa2yhXa8wXi5QrNRqmSaXWQDrPK/im/LYkKoiihCTJSKJCIBAiHI6STKYRRZFcPo8vCrR3dJHpaKPhwsDQkqa9c31MywLBw7JNHOftn0PyfQHbcvBFiWgq+ZONmzdzdrzSnBnyfBAlqvUGmh4kHIygqwECWhjLcqjXDcLhKKqqE9IDuK5LNpttthtkmUqtyuTkJOVqGSQRLaAjKDKRWJSaaaIEBbr6et/qU6qqyptsL7quv6WLtFBLVVUURcF2HCKJJKl0htb2DmLxJG1tHZimTTrdQjab58SJE+i6jqKoSGKzAgNisxRreciSRiyWwjRdTp06zfTMLAgituNh2S6youILsHrtGhBFYok4CBLhsLSwDkkURVzbRpMUNEVH8N9sCtcIRmKsXLuWV/eeRotGaOnqYGxqmsnZGUKxKA2rQc2oI8ignd+QRqNBo9Fo1qaRaDRMDMPCsjwUUUESZAzDAkSUQJBkSyvtvb2YgCuKzBYKIArIgcAL9gJEHLFYhI6OzJMt7cnnmpmSgqLKVGoN7rnvZ//W3z/AtVddjSpIGLU6dt2gViozPT5BMZvDtWw82znviEQUT0H1FXRRJ6CFqBRrGA2b4bMjzUwwEGB2dp6x0QnGJia5YOMq7nzf+1G0AMFQjHA4gijI2JaFtIACfcJ5FdV6vc7AwACXXLz13b1tXeRnc+RmsriOQyAQaCLjTp/iyLFj2L5LJBlH0lVcwcdXZTxVwhA86pbdDCiqdc6dGyGbzeEiYLs+VcPEsB2K1Rp3vOdOuvsXfcsHoqkEWkglFl9Y+QlRFN/qi4ii2Bx09puV7OdfepW5QgktFEaQNaqmSa1u4NgulWoVx4NIJErTPov4johrubiWC8i4joAq6YiCQkALYjYsLMvB8wVqpkXVaCBoCmfHRqiYFouXLQdEqtWFccK5XAlVhVgsgGVZ1GsmqXT6MR/IF4t3X3TRMvLFMpF4AteDfK5IrVajWq0iy/JbZSbX8c/7TOG8Q28+Zt3k5LGTTE1NoQeCiIpMqVImXymRLxRYvWqIbD5Po1DCch3UgI5pmjQaNTT17e+pSJKEbdvE4nGC0SgXXrKFxcvaCESihKIxTMfGON8rmZyYZmJ8Est08Dwf23YJ6KG35qzelCnp6OigWq1Sq9VoaWslmoijBnR8QaBmNDAskz3793HhxVtYsWq14AOyqp432gKqFkCS5beUihdqKYqEosj4iLz/Qx8WQrE4tbpJvlhGVHWWrlzDkeNn2LX3IC/uPEO+1MCyfQRJa9o5WWz2lASa4ARZ4fTZc2x/5jCHDx5H8GWS8TSd7d0cO3aCjo4W/uKb3xDK+fwWz/NIpXR+W5Ms/l+EHNQrVQTfR0GkVKwiIiKJCpbtcPEVV7B+41JS7a0cOH6ceCZFb38fgiSiqCpzc3NUq9XzAlVNQTRN0/A8qFbrBIJRfE9qIjwsn0bdwmjYNAwHRdUIhCMcP32as+PjbL36ajZsvohGtU44GsNfAO4Ry3KoVBrYto+sg6wKGIZFOBymUa2RiUTpaW2nMDuPKih0tnfSqFvsev0Uh4+eRg5EUfUoUiCEoKi4Iri+i+NbuL5DPJlgdGKSJ58/xss7D+IgEYqnSGQyhGJxZuZmGRxaDPj4uNiujaYrCIKAqi1chmRbNvt2vubv3vUG/d39NHKFX+iiSEAU8S0TDBtdUWk0TA4fHebJ548zPDmDHAjjyyoNy8XzJTQ1RFALEwnEUJUg50ZneHrHQXbuOUiuVEZVVeLRMJ7jUqs4XHnlNYiiStWw8D0BacGxSP89U3rTObnnG8If/+Sn6erpR1b0ZjknEiORSBEKRahV6jimQywcA9vDaVhIgkRIDaCJGgoa2CKqqKHLQcyqSSlbAk8gmUwDkEilUTSdkYlJPvaxT/Du97xPsKt1wufl1N/2ACsSJp8rU29YRKIagijiuk2V6Q0XbBK+9PtfYuTsCNVSlZaWNkRZ5vW9R3j4kf2MjU+hBEKIqg6yjKgoiKqCoKh4ioQriwi6yqPbX+PeX+9kdHyaSDRFKJxAlnQkVSMajTI1NYWiSmiKhCIJeL7zFoL37TfKMsFw4K0yWW9P/6fWr9/Aa7veIJsvoocjiIrMmZFhHnt2Fy+88hK269DW2oGuhTAMC0cQcSWJVKadVLKVQrbKPT95jkceO4Zpe7hec4YyqGp4jQbxYBjJ97ntlltRFAXTMt/KhjzHeevvhS7ZKULz7liCTyARo+44zBaK6NEojiBjeiKJtm5Gs9DS1cK9v3wMOZBEUQNk5+aQXQ/brFP3HSp4GJ7Ljud30ZKUkT0FwRBIhdKUsmVkXyGVSIMgEgkFdoqih+uCKCywQxIlqUmj4osokorVMLdpmkw8HgRBYmDJUmHF2tVUDZOa0SCZSlGp1xgdHydbyBMINdmyHdfCMIzziA4FWZZxPBdRlBEFhWQy0ywt2B6hUATTtKg1TOaLRRQ9wPR8Hj0S4gMf+YggqhrlSp1g4O1n0NVUmUBQw8UGkaZyju+iKyql2Swh12PkwEH6022E5AAhPUZLez/zBmiJNo5PzFEWFbKWiRWQKTlVXN3DUU1sycTG4Sf3P8eFmxZRc2EqVySUaqFQtxBVjVNn53jooV9jmRU8x8CzGkgC+K57/scsVHQV4PVXdhOUw2xcfQG6CJdsXMey/m7MQp7WeJy+9k6S8QSmA4NLE/ziiR2UXAdbkvFEDccEv+oiVDz8uo9jSjz0zCFa+rqYrYEUjtHW0Y4iCri1GquHFhMLZ74uEkJVIuiyglurgOcsuCPyvCab9ZulO8+DWsPgq1/9M6FUrDA3l0XXg2hagEKuyPTkFEEtgGPYRPQwQSUAnoDoCgSUACISuqTjGh6e6RMPhFF8iXgoRkDWqJSqSKKCputE4zHm541mxKwoWIaJWV4YSL8o+IQjAWTFp24YIHiIoojvgSgFGD8zTke6lUbVxPcktGCcyXlYvKqVF1/fQ7FiooeieKKCjYAnyzRED0P0yVkVXtn/OiUfkikYm80iqTE8L4RpCWhSkKVLFlMqzCOHFUyjhOsYOJZNNJLAcxci9PCbVtlvAouK86V/u//exwgGogQiMaazObR4hLxZIdEmkm+YHDt7Estx6WrvQlJ0lFiMouNQtzxsU+bH//lzBB9SGTg1PEFHTz9GzaAwNc3K3kXcfNkVpLUQSxcNNhG6qoqmKAj4BPUAktj8PYGAtrARlu/j+R626yAKMt29/VSrVU6ePIlt2yQTaSq1Bu0tUZKZdiQtyMTUNNX6/2JqkGWRQDRE3aqze88eymW48IJNuIbD1duuRlM02lKt5ObzpFMZrGp9U6PR2FAqFlElcH5LNpnf2CH5tkMwEkFCQFREwuHwDlEEXwRJEYjHU3T09HL8xCliySSlaoVsLkd3dzfxeJxsNotlWaiqen7AzMEyHRCbQ6e25eD4zdr0mdMjDA+PoqkBEEVcHwRJoa2ji6oB49MzzcapKGBYJgsgp4Lv+8hyE57eRMecN2LATdffQCqRRFEUzpw5g6rqNGwHXxRJpwMMrVzFs88/jyeIeKLUZPeVIVucx7LruJ7Fnj176OxQuWzblSSSQWpGE0opqRrHT5wkFALHNpu9O8FHPt/g9z2B83WlhapjkYwlWb92I426yeHDh5FliSuv2MbpE6doVKq4tofnQWtrhMu2XUk4rjM+PUOp2kBRNWRBxjUccHwc0+HM6XNkUgF6BoeourByzVp6+/oQPI/ZqUmGBhYT0iJjpVIDy2xGj7VyeRvYLPSybRvTtppzZudRd5IgEg7HSMaTDJ8dw7NcRNcnFAiSSqQp5UocP3qMUq5ASAsSVUPInojkifiWh+CIBJXgecfkc/rYKcxKA8kXMasNJFGkUTOwTYeWVACj1gDDIpRMLJh2m+NYOI6F69rnh7Td/2ICBBzH4fiJU6QyaVo7OzEcl5WrOnjXu+/k3JiFIEm4voDtOtSNBtVGnXq9imkbOJ7N0zuO0NGhcPX1NyApAdauvZDWti7mZnMYlkNXVw8IHuChBZv0V6IoU8gVaTTsBXhfB9e08R0bPAHDMEnGdNraOpifz9HV00tvfx+r1q/G9Dze/6E7ef2N/WRaW5kcnwBESvUq0VSCQr5EPl+gkvfZtHEdfb0DWLZHIVckqOoMHz/HmqFlfPjO9xIQZC7ceqWQn565qYmybT6+/9+fBc/4AVXWEBHobm8jmy2TnZ7AqpWZmxxl5eIBbKPGrl0HqVaKDA0NEgzqSIqCrKnkS0VKpQKyKJBMJfCBx57ZSU9vF8ePHwVg7969bN26lWQyyZ//+Z+/HozH98RicYyG+VtD+X9jh1SslEGQsFwLRAiEm+W2RtXB85sXe8PajRSKzUtdswx8WaTmmDz/6ms8+dwZTo+MIWshUuk2NDWAZTnYpoMATUSH5TI3X+DZFw7xwt4xSg0DWQ8Qi8fRdZ2R0TOkkwof/MCdFPLzaIpMJpOgUmm87Zv6Jl+cLMv/jTvOcRyuvPY6IWdYzNdNkj397D1+jK7+fvqHBpnPNrj33keYmTMJB1V0RUByHCJqANkXCCoBZF/iyiuuYHbG4ht/9QN8XFasXEa9WiM3N48kiqQTMVzHR5JUJEFuOmd/4SGjvmFw9uxZKrUqR46f4OTwMGcnx5mYm6Olo4sTZ84iILFm9TrOnavwr997gPExg0Qi0dRJKhepGTVERUTVFeKJKIGgxlyuwY5ndzS/qSJimQ2qtTI9PT38/OdP8OCDD/4gFgudz1og2tKyw11gUMOb+2lZFo7THFz2fR9d07EbFn/5l39Jb1c7gmDjuCaaIlDM5Tlw4BBv7J/i1MlRPFdCC4QRRBlEH993MWt10vEk6WSKubk5Hn1hDy++upOa4dDR1UcoGMV3fY4cnKa7q4eLL74UXMBmQck33+yXvfm8GXiBTyidwBR9hmcmqdkmq9euYXJ6iq/8yT+wqC9AqVSiUavhmAaK76OLAmFFJq6pxPUAna3guTY//ukTXHvd1YyNj3DmzBlGxsdoa2vjmWef5fobb8QpVzEaJsFoFMu2SWVaiC5AmVJWFCRNQQ2F8G2bYrGIruuEQiHOnDmD67qkUimCwSCFAvzt399PPB7CcZqchZZlEAkEqJVKqKLAiiVLUAR47vn97N9zlvWr1rB88VLGh8dIx2PEAxEO7N7HUO8Ae596xk+2tD0mCCKi+H9+Fnr5vo8mytTLFSqFIpvXLGXZwACnDh3EN+t0t6V59ztuIhWCgd4uJNmnUq9iuDa+JBKLx1EkAdcxSSUiLF+aQAA+9KEPMTc3R7FYpNaoc8GGjUiSQkumDbvSzO4LhcJNwm/pc3/jLxMKR/F9j0AkjOPYOI6LIEIoJCO4HqocxKhYBFVwXJ9oIknHol5iLS2M52Dtlm72Hj/F6ZFp8lWLYqlOUAsh+yKC41OvNtACQR5/Zjs9Q220dYU4NTWNIUposTDBkEq1mKUjE+Od77pdiJ4XfgPwhLc/rHwTTaQoCoqivPV3vV5HCodYvXkLDU1j0dp1nJ2eZs/RI1QadT77uQ/S0xnkgpXtyLiooohjGsgIpGJJosEIog9jY2MMDkbpapO45aabkUWB4XNnOHz4INu2baMlnSFwvlf0ZkkJAURZwhcXENSg6wwODWFbLi+88gqvHznEoTNnUWJxtmzbxrGTZ6kbJnNzWT7yoZvJJGCgN4SIQLlcxrZNkqk4sUQUx3dwHJPe3i6WDbWQSod51x3XYxh1RsfOcejQASzLpL8/hSiK2LaPpsn4HuA4SKHIgl7aN1FPQT2AKitIgohIMxM1TZMNmzcIXT0pGmYWWTUZGOxBUSUqZZtLNq7j8SdeRZCTSHoMLRJGS4RAhaAqEZRk8vNZ7n/gKcIhmK1BzfcxRIm5XIXJqSwdrSGGBldww83vENB0kAB1Ydgp3iyPv/m82TN7M+3PVyoUTYfDJ0/iyyLtXZ3ccMMNhENQyDVo1Gp4jk1QVUhEImRiUdKRCAk9QESR6W7PUMzD7bdsJhgMMj09zWx2HklU6OzuYc26dVxx402CpOl4ggCI1OvGbabtYlgLU5r1rCZvnO/7dHR0/PPSpUtZPDBIe0srczOznDx+gt7uHq6+ch2KAIsHBpmdniafz+OYFoJvI+MSDQYoZOdZvaqP/haNKy5bQyaZYnpikmOHj/DRuz7Eu97xTsJygDtuegd/8PkvUhifeif+wjue/9NyXRfPaQJsdFljfnKa995+O9ddvpWZ0Tl0wWNu4hydLXE+9bE7WbtqCfv3vYGPSygSZCafJxRvqsjGIwFUReSKrZfwP37/w0xPTxGORjh06BDjY1mmpqbQNA3fbw7X2nWTjva2x6pVY2EdEpyX4REFBElElAUEockTKOKDC6uXrPzG5Zds5dzJs4yNjFKv1ojFYggC3HrLOygVfXbu2oMi6yweXIplOmTn5gkFgoTDQSqVCsNjBhdffhnRZArL9ehb1I9hGBw7fIhULMq6lSuw5ue2yaqKosoUyiXC4bcfjaVp2luwdEVRsG0bWZZRFAXDMLn9458ULrv5du57+FFmKzUOnThBudEkYbz15uu5cNN65qcnUfEQbZtqpYwuKTi2h2u7JJIx1qxdzbtuvw1dVxHx0FUZs2HR09lJZ3s7fT294DVhso7jNQ21z0Ihg5t7bJq84/bbhGgizs49u5EjUaRYgm/947/z+LPPs3ztGo6ePInn+YQCYT7+0Y+ycd16HNNCV1Wi0TAeLjWjiqQI1BtlLKPKrbfezI03Xs/SoUEq5RKnThwH36MlnUSR/le0Lopg206TzkJY+CjSdZsl2f/6DA9P3RUKRTDrVSQZ9h+YYGZ2HAeLaDxO0YR3v/sDqHqY/QePkWlpp1SrMpfPEorozQBJgrHpSRzghptvJpiQyFeriJJMKBLFNG3Gp2vEwhEQJIx6DQ8w3IUpU76Z/f1XhOFb0boggCbTt6Qf03V4avvTPPPss8RTSb5+95e48srNhIM6oaBOSNfRVBkJF99q4Nar2LUaWy+5mHfevpW+7h5OHjvO+OQkxWKRto52srkCX/+HfxRmxyc/KOg6gWCYqcnp29KZ1l9Xq9XmzNDbnfnaNvVGoxnEiSLLly//vZ6eHiLBEIsHBnnh2RcoZnOU8wVWLV/BFz53Jx0dHczPz1Ov19EDGmatRiyk49gG+blZ+np7uOnG69ly0YVUS2VOnTjJksVLsAyL+dksczPzZOdy9HX2ILoCeF6TZun/8Cx0oCVJEqIvomoBkpEYk2OjDPX1cfXWdTz75CPYtRKnjh6iVJhDEn0CqkI0HsF2HapGg3y5hGObTTYW3wPPJRQKcPjwQWZnZ5nPZtlw4Wr2HzzM2eFzaJqGqAWbIBIflN8y0xf/bw70mx/yv6b8b/6TmZGR93e0ZJ7p7+zkHTfeQDmbpyvVglWusag9wJ9+5Z+ol2Hl0BA4NnNTU4SCOi0tGUqlIvVGlc7Odrq7Vf71e7/gwKExlgwOIPkwOTJGvVzBNS2qhRJqMDjlnIfHaguEOHuTVeFNlE693kxHA4EAtuMxn6vwng99QhiZzQrtfYs4NzZOsVRClkX0gEosEiSfm0dTZVS16dBqRoOa0cCjSZnS3d1NpVpmYnyM7Nw8r768m4999INsuegiujo62XjBhm8giOeh8tJbH3shxxjypeLVajzB+g0X8KGPfZx3fejD/Pm3v8u3/u6v2HHkmPCZz3+Rp1/Yy9xsFtf1mJ6YJqDpxKJRouEwtmlRq1VpGLW3eha1ehnLrlOtlRgbO4dpNjiw7wQXb95Mf38/2WyWYDCIqjaPo4cPmgYLjEb6rwbiTRobQRDo6uq4R5DhZz/7mb9kaBnXXLuGer1BJt1KLBajNRHkM3/4B1QaVXp6O5iYGCMUDtLT1UGhkEMOadScBqFEhBrw4MOPUqu5pFIJOjrbqZSKmI06yWjzbVElkMARPBAXpr9gWRa2bf+30uSbdxkgX64gyAof+ejHqZRrOJZDtVDi1VdeYXBRP5IgInguhm1QrZapVUrUq1VswwDHxjEtAgGdarX6FqPD1PQMTz39zMp//+UvmmGrKLlWw2wyV4TCv1ZVGU0LNGm13u6Snaqgh4IgQN00EFQVz3GxTJOrLr+CUECjkMuTm5tndnqGM6dO097aSigUIpPJIMsygugh4FMq5OjsbAcgl5vn2LFjlEolXn99H/PzOfr7B5iamuGXv3yAtrYOFEUjlsk8gPj/v5KdJIgoigiGSTIaYWp4FF2Cj33gA1TzLsW5GVqScUq5LI5pkEonMAyDmbk5wtFmZUKVZeZnp8jOzjA1PcGpUycYGhpibHycFavX8MlPfwbHc+ns7uUzX/6yMDcxcaeuB2lUTTRtgR3Smw3f/70h1xT88mjr6bv31PETL7zy/Iss6uwhPznL8PFTaJ7AXe+6k44oLO8N0JpKg+thOybgoQdUREUgGA5SqRdZt2Yl0RBsu2QZHS2t5GbmmJ+e4eZrr+eLn/sCkieC5QRkWcV3mtxLuQXQkPF9H0VRqFarb6WjbxoxTQ+SSCc5cOTEN2xH5OFHn3h/vWGQzWYZHh7GOi9zrigipmlgOjZqMEDFNDA8F8vzGRk5h67IFHJZ6tUys9NTXHrxBXzpz/58Y3Z2DkVSWbR4yZ80VVPFplCu9xaIZsFWJBZ9BgFuvvUW4Q++/peCrwX5z1/+grs+9znBqTdo6+5laLCbStXAalhEQhHikTi1conZ6Skq1VKTFUCTKdfKGGYNTVOYnZ4Cz0WWRAr5OSIh6Onu4vjRI3z0wx/ho5/6HaFcrOGfz0itRh0WmDrovwYfkiQhyzKqqiJJcPTQsW/s3LmLts5OrrrqWmbn8ryy8zVWrFrN+z/4fnygrSWNL/g0jCqGUadWL9He1U4sFadgVEi0JNi0sQcPeP/730FnRyvF7DzHDx8iHY9x+SWXkC9km/cgpDf5D4WF2dw3o2ZJkt4yiG9miJ7vccdtt/+d1TDYsulCVi1fwaE39tKaSBEPhinl8lSrZSr1KnWjhmE1MJ3m+IIgukiygKJIVEpl6vU6Dcvk+Rdf4t9+8EOQlaO+YTB5buRTbb2998qqhmHZxBMxCoUqruNRLC4Q84go4J3PgLFtFEUhGYvz7vfcufpzn/4MB/fuo6ezi6CqkUmmKBWKxCJRZmaagnSOayEpUDerFEoFQpEg7Z1daKEw58bGEVWZ62++hdf37mPR4iFGJib51a8f4nNf+CLICvj/v2CG/xegBtM036ruzExMfqRWKnPVtitQJZn+vh4++sFbeeXlM5w9c4pAQMcwDKamphAkCT0YQJCa56NWKVGvVGnNpOju7KJUKvHyq6/w+qGzLF25gn/6l++xdsNGvvOv/ybkJqbf1dLTc794PjP6bWedf3OBvv8yq/FfMyRBaJJnYhn88r77Wdzbzw1XXcPX/vhPGDt5BrNcpTg9x6c//iEu2bSZgCQROF/acTyHut0AxUdUoFQqomkKH//ou7jx2muolYqEVZ3c9CylbJ4rtlwCvs/ffONb+wAEWUYUBeLJt5/b7c2BwDeFyILBII1Gg3K5jKJIGAasWrn0q6bpEInE7vvZz37O88+/RiaTYWJigmq12tSgKeTJFguowSAN18b0fMpGnVQmzcED+wiFmuXGna+e5KptV4JpxiqFEuVCESSZUr5wuW87GI0GhuHguWAYC4c+k1Udp24gKSpOpcYFWy4WVm+6SHA9kCMxhi7YKPzdP/0zx0+eZGpmjkajwczMDNm5HMFgkEAgQCGfpZDLEwkF0HUd17MxLYOWdJKJsRG2P/ka1197NSICjVqNk8eOvuXsa3XnvAMPYv8/YGr4r839N4OrRsNhxerlXzUMg6nJGWbmspi2y5ETJ3juxRdQNJU/+eM/4JLLL8b1TGLxEMXCPPVamZpRIVfN4Ug+VbvOxZdezC23XcXypUOYtSrjw2cwymWuufxyQpqM6LsguICD5TaN/EKsYDCIruuoqtqM/s9D3h3HwbFslgwu+eLqZSspzRX40v/X3nlHWVXee/+z2zn79DnTmEKVjlQbCogigg3FHktiTzHJTTFFjbFEjYmJGjXXEnuPhaiosaDYRRCkFynSmV5O330/7x97ZoK5yfvem+vgfded71p7rSlrHXhmP8/z/dXv73s/wMmX+PDNt9F8iWx7J7ZlBf0ziowUUZHCGr4i4eBjujYdHR1EozHi8Thr167l4EMmM/WooyUPkMJR6ocN/VOhUMSTukpzgXQ6TjwaoaoXzm8+n8f3fWzXIRqPBR6wEHS2d4Dvq7WV1fiuYO2q1ZQKRarLK2hvb6exsbFHCVtRVUpWiUgsSq6YIxaPs2PPbvIlg9ZslhnHHENbNkdHvkRDexuxdJpPVq1i3EEHTfBMC8u0egQA/v7pTThOoCpeypb44x//+FA6nWbYsGEMmzTx63pZObKiMWRwFN+DtrZ2qqqq8CHoQZIVKssrKCtLEtZCJOMJSsVA3sxyXOKpMhQJJEXlpVdfG/uLa66V8Dwq6uqec0slPMdB18OYZi/nkDRN65Kfl/6D9IUkSaAo+K7DrFmz0EMhqisq6WzN0NrQjCbJNO7aHYR24okey0xSJdSwSsk2aOtoJZ1OEQqrtLW1sWHdenzLYenHi6lIljP7qNlE9RinzDmZ1qZWCEXA9SmVrF5JNciyjGmaxGIxCoUCjuPg+35Q5eaDroLqgyIUUok0ES1CVNf4bP1GDMMgnkzQ0NJEKKpTtAy0WISho0eSs0qoegTDMKiuqMRzXEqFImPH9KO8LM3y9z98a+GbbxLWguR2KlX2rqQoeJ6HrqvISpecfW9ZV46NqochFkeNJ0DTyZsOshrGExKu5TDpoEOluv4DaW5pY9eeBkKhEOXl5Zgli3w2R12/Go45eha+61HI5fFdj0goHFhhAkIaGMUSmqwEozm6hHYdx8EwDBzXBc/rdS27bgOrm4hc18VxHDRNJZ8vBdJYlkd7R479J0xi955mqmtq2bRlC5lcJ9U1FSgK2I5Bdb8KbNtkz66d5Is5XN8hX8pj2Ab4Lks/WYzkOCx570OmHXIwp590Io07d1BbVQnCx7YMojEdVZV7nYS7z3F3zkzyBYonyLW0Izse48cfOHZE/RCMjjxhXyEejqIqISzHQYlECMXj1A0ZDJEQOdukI5ejZAQWeWNjM7l8kQsuugTf85FUDdfzESIojFJUhWRZPGgP8oPwc2+kzWRZplAsous6ajiMWTK466GHpVKxyM2/umH5sP2GcvKcE1jw9moUAQ2796BKMuWpMjo6OkgkEgwdvh/llRU4wgdFxVNV1EScVRs3MubAAxg8ZjT3PPYM1UMG8srbCxl/6GTufexRSKdW++EQ3SG7ve/L7r3W2/talmXCusaGDesYMWoUuUKR155/6Yn25hbkkM7hM2ays6GJcDTJug2bKSurxChZyMDsWTOZNeMoJF9glSxaW9tJJdOkkhWsXrOeZZ9+zHf/7UeSHIutU3Uduu4qt0uCK6CDXpYO+keJ4O6mQt/3sXJZ0lWV6LrORx99xLJly5g2bQqrlq+graWNyspqTNNmx+5dFI0Sclih5FhYvk0kGcMXLo5rEY1GsE0DRZLp7Ohg8YrNnD73FHZv38VTjz5JZ1sHVVX9wIfOzizRaC83mf0zT0ICswC6EmgKHDztCOnee+/jvUUb8GWVxpZWkmUVbNm6jZH778+06Ydz6NQp1NbX09DcQCQcxSgGE2RXLP2cSy68iCOPP+H4tpZWNm/cxM9/+lMA9uza9W0kiXR5kAjPZKxeL/1G6n5kbM8nEonhICMrGqga0Ypyrrn+BjZs3ozt+uxubKKxsZlCocDBBxzM9GlHMPnAgyhPpgmHQuTzRcrLK9i+dQeLF63h/K+fhiyrNDU04rse/aqD+HxVVTmVFQlCoRAly6RUKk3p7aKG7gt678dxbBLJKA8/+ZS0q6GB115fyMRJk9nT6vPXNxaQLC8jV8iSzWdoaNmNYeSJx3XaW5upq68hGouQL+WRhcAo5lGBiKLQ3thAoRPmHD2b6mQZdZWVKJ4HbtAvE+ky+npzvXuH8LqLdLRQiHw2N7uQyVJTVkFux+5j77vj3ym2Z9i0dj1WsYTvurR3dlAwLeoGDmLiwQcyfcZR+IqCGgpTXl7J559vo7W9k9q6ARx3xplSyTCPkCNxHCHwJRnxd6ajJIKUmdQbzVeyRCqdwnYdspkMkXgcPI/Nn20kEYuz//5jjzntpJOpCMPmjZswDYNwKMSaNWtIp9MMHjyYSZMOJJ5I4QlwgT1NLbR15MgaJY4+7gTOuejiMxuNTmnRilUQjXHNAw9KwyZOkNA0LOEFRWBfIRRdI1vIo4Y0Vq5dx6er17FuyzZeXrCQ7Q1t1A0aTmtHjtoBg2hr76BfVQ3HH3scQ+r6U1tVzYD6gQgBqVSa9Rs28dbb7/HQo08ycNwESU6lg7BkKAySjC/JuAJc/7/XJvlfKmroJqLuBGn3Y7sO4XQZakSnPdvJOx98SDyd5t9+fBmm67Nt125Wr1mD6TpEonEMx6Y9mwkGXGkyPl4wGAsfy7IQQpDNZlm3/jNmH34Q0444knffeR/bdtm4cTPxWBIklXSqHAR0ZPL79EV37zM9Cp7jgCtA+Bx3yqnSnDlHsGrtBmQtSlNbJ+FYkpqaOoYMGUJ9TS3lZUk6Wlppbm7G9+GN1z7h3LNP4ITjTqB10+ev9q+rwyoZVA0eJOH7JBOxjY5RpFQMdP8isXCP3lyvXFoS+Mhd1ROgKjKG5eDYXnBtSAq5zixTZh4tXXDJN1mxeg3pqioM06a8vALbdNj/0KnTo8ly9h8xhmQiTUtzGxs3bCKXK3DEEYew36DhjB87jjEjR7P2s04kYPu69b/s6MhiO8HFGQqFSJalFvX6oVUUQqFQj5RVJKITi4UwSjaZtg6OnDGLn/zsStat38iZZ8ymM5Nly9attHW2kcl3MmLUUFpam9i5fTuTJkyks62dXCaLgiARj1PM5DDyRcxsnjcWruSGq77PiMH7sXPLVqYdcihNu/dALn+Q5Ivx0n8n+P7fYypS1f0WxCJR5j3zLMJ2b0lGY/zy51eyasNOdCVMZUU1ZeWBRMwRR82kX91A9jS14joCw3LozOaQ5BArV23hoUceu7yzueUkV5IkkND1BD4yvgS+9EWbRxYCuZe6gZtaW2c1t7bOTZWVgSzRsHnLz3OZLBXl5TRu3/HGpKnTjr78J9/ls3UNmMVA8Lm+vh7f95kyZRpDhgxl6NDhVJRXUTBMdu5uwHAcyir7cfKZZ0mJiqrnkFQeffEF6Rd33iGRz0EqgSsJQvH4V0ZI3YU6Dbt2nXH7nX/gnvsf4NUFbzLn1NN4871F/PjKa/l4xTrWb9nJh598TtHw0NQINTW11FfXISyL6ODBU8868yxGjxqHIodYs3Yjl373B0yddoTkGzaFbB4kFYECyHiSwEPgiUA5/1+N4vznx0+oag8ZdVtarht0twcyBhLTZx/Ne0uWsHHHDnY0N/HEvHkMGTmKT9fuQk+lSFZWUnQsdjTsJpKME0slqR80EEVTg7kcQsZxXIQk43g+jifY9Pl2Nm7ZiiMklq5YxY5de7j06mskSiUsy0KSIKbH9vlLt003uLBDGsgC2zBA1bj3gYdn1/YfRHNrlqFDRzNh/AGMHzsBz3RJpNIzZk+fwcETJjB62ChWr1xFyYGyVBrfcfFdj9bmNpKJBE57+6kYBonKqnc9z6NYzKNoCqEQXQUh9CopBbIrMjLg2S7hkILtBHH1gmnMRZK49oYbpEOmTGHH7j3MPu54JBSmT52OtbPhfRzBqKEjiUfiTJlyOLlsid07Mhww/iAG1A/k5BNPRpZlTj1hMldddRWDx4y5saIihRBgOjYls0TBKPXqOl3XRdO0nnzK3gUjuh5CUTR+fMUvpPMu/b70u1vv+OZ9Tz8nTTr4UFauW0N5dRWO49DY2EA4HORlhOczsG4gFckyOpraaN3dSCIcIa5H2LVtB9PGDWRI/QDqqvvRv6aWsSNHE0bhnj/cuTSkhVfTFQLuzXDd3mt3HKcnAZ5ta5n58muvSqvXruG1115j+5bt+JbD4HSM9Ws38NlnG5k44SCOO2EOZalykuX9Jk+acBATxx5AOllBa3uGFas28OSfH6Fu+OjfpWvqX3KFoghkDNclaL/9onckCR+Ei9QLISxJkqisrHyztrZu/qbNmy5DUagbOfJ33WPWE9EYe9atf8uzHXQVVq1YR0W6nMqKCsbtvz+xWAyjaDBm1FiqKmpIRFKMGDGG999fxlW/vBZJDeMICVC6rDgfUilQJHa1NJ3uA94/KWDobbXv7jNcN7D+uaHDh0mpynIOmTqVP97/IB9+uprf3nE3Dz41j1/feie33P47Ply8jM1bdjB96nTMQhE5nqT1k2UfFYsGkhJm3YYt6HqM7/7gR9PlsgrkaIJ4WSWekLB9Hw8p0BNV5MBYluFf1TeTv6zFe5LgwMMPlyrr6rj40u+QtUyef/Wv/PDKKwjFYeWGjTR1dKDFYvQfNIhsrkC/fv04+aSTiOoRamvr2LBhI54rkFWNj5cuR0+muO6mm7j86us4fNbRHDx1Kiedfjr4IsgzIGOV/J5hf/vMoJQEoaiKbRn4qkd7to1QMh7I3Wuh4k+vuJpV6zZiGA6FziKjJxx8UFio0Jl/pzocY9LIMXy6dBljx47juxeeQq4zR6lg4DgeyVgc27DR6uqfxxf4xRx6NEJVv0qE8CiWLITovRi0301IXX6gawvSiQgK9CQqa+v6z8/m8oTiCX5z66037W5q5v6HHyKZLKMiXUE4HIVckdTA/U4dN2Yiiz9ehm27jBgxkLFjxjFi6HBkFFKJMnZs20kyVX60XyiQzxtk8pnDu5Pw4fBXEY71MS0bSYJEugwsDzyJaDy9ETS+den3KVk2O3btxHJM8vl84GFpIarK+3HGqWdQzBRRhYLkB5qMG9auZ/fuVo455jiam5uxTJv33g08/v33H8eaVWshFMHM5Al3jWjp7VDl3oUcHoJUdeVCwioF02Ds+HGMPGDSqcOGDWPOnJP4fEcb/apqeHfhO8TCCRzDZcf6zUuG1O938omz5tDR2M6aFet54sknOGr28VJHU9MpXiCltdBDpmTagXf0hWsqiCoEzXW9s587spkpACNGjLgt29p6hJ/NctMNN/LBe+/hOy6peIKyZIpzz57LoP41rFq+As/zOPDAA5ElmWg0jW/4TD1kKgk9weIPl/DgAw9w1IxjJY0IuprA8X1sN5gjZBfyOJZNbU39PO+fhEr3BRkFOSTI5TOokRAvvPyS9MOf/eyiu+574PjnXnzlR3fc+9BvRx06XTr+7POl6TOPu1LIYb55yaVs+3w7r7z4Es/efRcLXn2Np598lhlHHk00kuTRx5+iobH12KcfeVyYJYtMLh94vbKCh4wkqYFaiSKDIvVU6v2XUyFfmrUpoGHX7nNuvvN2KYTHWd84Z0q4PLmIUmnkq+8u/GzuKafR1N5JynNwWwxG7tefWUceTUjW+NqpZ3LrLXdSXVFDwXDIFYt4KNx+172Mn3yYNH/EGDFk3P6S09ExS+tX+yaSjJaMgKKQzVtoIe0ruLQsVF1BkgVlleUI4ONly8SLLzxPZ3MzhuVSXVXPQWNHc+W3v7esMh6hvrIcXYaTzzqbrTubufG2Rxk/ZAuHTz6MPXsaER4sXbKMmupqaG6eTV39Ai+XnyQcZ4UiqziuheMJEolEL5LtF+OSwvGQVBXDdChLRClZNno4hJ6IUTSLlFVWLGloynHUtCmMHT+O2265lWH96+lsbqZQzD1/2XXXsrs1y1U33MoRRx3DY489zqhrrkIdMmBGU1PLO4ZhQiKxR9ZC6KqOqykfqJqEkFwMo8hXgS6HH4RE0bSIhMKEI8kPCtkCRx1/onTL7XeKy378fU4/ZQ7CyLFnTwOHHHcch0+bSljVOfqoWbz08msYho2ihmlsaONHP/4Biz/4iLJ4gsmHTWXtZxvZvLOBUDJFMlUOQsVzRa8K5+7da9U9uVQIgawKPFnG9OxJ8co0Rcsm29L8fL/aOhRZ5e4/3Mzv7rqVq2/6FQ279rB8yVKqy8pYsP3FF+cefSyX/+hylqz5NrfecScL3vlAnHjaaewXis0sr+r3dns+RyqRxN8r1C3BXkTk0Rsd0JIkoarqoi07tl46qKbunmg0+p5vFA+65uqr+f5FF5LP5kgno4wZPZqO9nY8z6OztZ1Ro0axePFiPlr8EQP719LU0MyF536TH37vxzz0+IuUJ9KYRXu2o5QWJCIx8kWD8ngKDJNQWRpUmQ6zCJJEhH/cVrYvSCnw8nVUWSakh4mUpR8W2QK2L4cqRw2+A98HT2bI6LG//e3Nt/3m/PMv5LZf/oBB9f0Z1b8aJJ+PVm/ghz/8MSPGBLm0weMmXFU7eMRVjoBEKtHl9QoE4ODh+B6SpKCIf32NX46HhEwmk6P/oIFPxdPlhBIpwhUVi7ySRUc2N37oAQdJN95yK+99tIr+A4cwsH4g9f3qqK2pQ/EgFY6x38Ah9K8diKbqvPv+Gn5/2x2MP2yKlO/Mzxxy8CGS77h4Yb2AIpNraZmd72jHKpmUisVZsti3F5aQQNM1kKEp23akhUdbMcuEQw6RrrvxJunaG3797XvufYDrb7qdF+e9wKGTDuHQcQeSUnU2fLKC639+Ja+8OJ+Tj5/C1KmH8/3v/4Dqqhqqq6uZMWMGhmHw4AMPvAE+WiS8wjRLZLOdBKLQGlov9+f4exGTpqh4po9j20giuNQy+Sy+EESjCbKF4vD1m1b+aN6813n2mXlEIjHGj53A6aeczqRxk3j0vge58oqbeeSRx2hoaOLCCy4mlUqT3bLtHcuwA6UC1w+5ptlV4ab1VCLtiwbCfwRN0/5GyMgISUOLJigZ7nFICmeedY50wIEH8+577yGrGmNGj2XcmHHIaEiRJKOGjmbk8NFUVtSwbPkqauv7M+/Fl3Fllcr+/Xnrg4+Q9ChL166hsb2ds79xHkgSejRGqdR74di/vyR6St0l2NGy55yicFNyJMxnW7cghzQi8RhHHXUUv/vtzazd0sKrr7zGc089i1UwGDdif2qS1bzx/Kv8/Ic/I6SG+MPtd3Lp9/7te8NHjj66sqrf2wKZtvbOS7vDdaKHekSX0KoIdlsvefyJeIL9Bu13j2maaLEYR82YsXTy5MkMGjQIGWhubGJQ/wGMHz+eXDZLc6PD/X+6j+bmZi6+4EIG1NZzxkmnsnLJpxw781iu/cXVTD9qlpROlS9IRoKCiXSiLFhVKGjkbmttJaHHiIejfFXoziE5tkc+XwBkfNNG0nWSAwfODySqZAjB448/IQ6fdsTX3/jri1x/451s2daAEkpRsGTWbdnF7vYC5178HT5ZsYZdW7b8UItGiSciX8in+whcO2iOdhyrR8D3KyMkgLKyNJ2dBfBlDMMkn8mjJJKU19Q+Z1s2J8ydKw0dPoCVn67EyBsccejhOB15/I4ixZYM555+DhIq77+3iCt/cRknff08afuuPf+WqKtb2JHN4Ok6enXVx8gysXTZglg8STiqk0wm34xG9v3FVbRKZI08FamKdwWCVCxFLBTpHg2884P3P+KO237D/JdeZ3dDMxW1dRw39zQsSWXBW59y8MGTGTZkGBPGjWf5pytRVZVMNs/n27Zy8cUX8+abb4Lj41kOsWi0R2DWtk1cz99n65QkUMIyyWSMTDZHRA+TSqRoaWk5w7BKDBw06NaHHnn09hdfeY6lK1bR3NaJFNIpHzbibEtS+c0dj3DzHb9m8tFHS75psuHT5ZRa2ym2Z3j2yacZO2YcRCOrER6OXUK4LrZh4jke4VDsKznQPYrYrk80Gg8mycpQWV37WiaTQ1Y0brjpN2QyeQzDorKyBs8DRah4mQKRskrGjZvAnsYWMgWDr190Mdff/Du+dsGF3P3YE9z9+GNkfY9YZRUV9QOYcNgUycwWUKJhorFwrxNSd6Ws4zhBgZJp0b+6/ilNkux8ZwfbPt+I7DskErHvGvks9XU1rP/kXd566208V2L6EbOIxsoxHZmHHn2Kw6bN4JU33j754cefpG7w4LvT5VUL29vbyWZzDB446B6xVxHD39hQ/tsVJPXO+TXMIiWrRDqVpHHbtgvxBaeefAqLPvyYpZ8so2lPC2+8vpAP3v+Yyy67guEjatiytZX5r7xJNmczc8aJ2KbCD665hct/cR0zjzn+upuu+5XwHAfPsYmoEUzLxrXsrjVIVJRXoQCWbSKJr4aQ4vE4kUiMWDRBNJLELNq4soqrqFiOjWEbWI7F0k8+ESOHD8H3nNjU2cdKP7/ipzwzfyErNjezYMkm/vrRKn5zz6OMPPAwac7Z50hLVq28vWQbOK6H8AS+6yBMG2HaRJUwlWVpEpEoqgyRf1Ht+0sJ2UmAqkhEI3FMyyUST+CYwShcVJ1nn35GfPjhIg48+BBe+8tfOO+003j7r2/wnplnUEUZQpaoHDyCAyYeyLyX3+Qv81+iIIXFx8uWc/vdd9v7Dd7vT1IwrQajVCQaTWDmS4iCST5fmmVZ4Te/7Jcai8W6en/0niRwd06jaBQACMshCvkcqUSKjvY29HCIylSSa37729e+cd657D98+KHznn128QcrV5Ouq+fdT1fx0tJVPPPSPJavWEZLSxOtre202M2MGbU/kqbx3ocfc+TRsxC+ApaHImngKeAHBQbpdEWv5sx0VcO2LGzPR5UVVEnFKVlBF7euYpTyaLpGfW2/54pGnocfe1zMmjWLgydMHH/j725ZffN1v0LTYxzdkfvzXU8+zQU/+TYnX3T+iLtuvFEkFcGwdBKprZ3ysgRTJh5IOlUWdLR7pSl6WF0U1iVUKUQkpONa1ldwnH0EwXwuNBkcKBUt3IJPeWUUw3Rnz3/lhTe2fr6B0fvvj2naHHboFNYtX86q7FKS8QTrPt/CeZdczPgJk9i0Yw9nfeOCKabnlIU0vX3dts+jq1eueGfEiBHnISuOEop0oOvoqo5hBQGs3irg6Laeg3EqMtFoYMV7rklIQEiJLNIMg/0qKyi27qZoWHc//dgDJMMKiVEjRtz7p/s3nX3hRTz41HMcefiRfLBqPUplHd/6xbWH0q/fks6CyYo1G+6ZdMABlzqOR7+KJJ4XTGD1PA/P83FlgSLJwUgGz+kZ8d0bYdeEFqEj2wZhDdexUpIvkIVEc1Mr/SuqCYUTtLR9ziefrCVrCEaPm8KPrprD186/iDfeXs6SxZvYsulzqsqrOfa8iyV0nQkHbblu2bJl4oBDD5FMryvcKAXaeTLge0G5ty5BSAvxVaGHDD3whISPhIzAlwQeHorw8SWHyYdNlvItrYf7uSI/+MXVUmtLp/jJL28gVVnFHx96nIOnHSn5oRCKrFHTfwAl08CwTJLJZOBhe36POIKMFMhASf96yE76r2zo7g7g7jh0d2WSLKt0dhSOrauteB3ANA083yEW0/ERNDbu+VohVxwuOWb82OnTLz9g5FCGV5fzjblzaNu6mfqBg9jYluHW+x5GS1Zwy7334UTi99bvN+zSSCqFIknYromCANcjFtJxTYdQOIJtusiqiqZ/uXHZbiuyuy/Edd2e/p+iUSIa0ckbeUKKSmdn55x0WdkrRrHI22+9JYTncvrXzpL8YgGzUDzypDnHv7Nz+w6aOwo8+fC9zDnmmClvvPT8oicffYSmhma+8Y1v4FouiVQZDz7wMMNGjGT2nJM48ZJvSngu6GGEJ7B9DzWi47geEa13epG6rWbf7yIkWcZxnKBJVQ7+JiFdQ1JkTKPArb+/RfzyisslRZJAlnnj6WfFJedfTCysMnjkfjz80ryLkvHolpOmzXj/tOkz+e655yMyOaRIhHVrV/HnBa8y4YjpnHHZjyRkFd9XKZYsEpFUMDwu3HvxdtM0u6YW+z3JYN93kWSBhARCJZcpoao6mc7csVW1Za935DIYZue5g+trnnz7zZfFxeeexZzp05k5+TAU0yWb6WTAsKG8v3gxG3fs4k8PP3JuLF39VEum44JUWXploZgfVl5ePs8yzEPCeuQTx4POnDWnur7uFVcEodJwL+QYTNPsObPd4dBQKBRcHK6D5Nt877yvi7ED+zNxvyEcNm4M2eZm9jQ28PAzzzL6sClcdP0N0pIPPhLHzZlLXI8he4LPVqw+WR8wcL7n2ijxGBdeeKG48847pUQigWVZhMNhOjo6iEQiPRp3siz3nK/u/0e3ov6XBcsx6SxkqCwrD/TbXZe3/zJfLFr4Nvfefz9P/PHfaWpoYtOmTRw+4yh+ee11vPb2W99JDh78p+efelJccum3GVo9kLJkmkefeuKXdaNG/to1S6jpFK+8Ml/MOXmuVDIN/L3CTLL/xbCTFg7/09Lv3u43E15AQY5lY7lOIIgtd5tbHgoSsYiOUSqhej6aooIWRnRkaNq965p0v37v6ZWV76GHKXY1GGcyGeLxOK7rEovFKBaLPe8wHA7/h3fYq7ky13UxDKNnpnypFNTtFwoFSiUT1xJ0thXJZwwcy8VzbSy7SMHIYLlFhDC56LwzxON33SKmD60RF08bJ3a/8LAQH8wXmx+5TYwG8dOzTxVO087Jv7/uGrFy5fLbCraNIQRtpokhBB1GAVd4FEpFsp0ZXNujlDUo5s1eeamu6/bE2R3H6fm6UCqSzWdozbRh2ga7G3acKoSDEDbvv7NACN/ELXaSadw+W7glRL6dDYs/ELkdm+YKp4Bob9hfmO0cO2aQuO78M8XHTz0sJiWjomPpkqvOPHCSOGbUCCFaWhDFYvA4DmaugGmauEJgOHavvWfHcSgWi+TzeYxiCbtoUcoFX5dKBfL5LJZTwhE2BSPDsk8/Er5foNTZiNXZMF44BXJbN5yxbdF7Ys+aJb8UfiffuvhUce/1PxMv//4G8dmDfxLZ554Rn9x4vRAfvC2evvIn4qwpE4Vws7hWhly+vUs+XyD83o15mKbZczF2j/joDteZRhHhC5r2tM0UniCfdSkWPUxXUCjl2fDZymu+c8lZYtk7L4hyEFecebzILVoodr/+gvj3y74jRsYl8fx9d4jbrrtc7Phs1U+EKNHatOM4IUpYpXYcsxPhGxQLGQzDoGh6FF2B3UtrDs5piWKxSKFQ6Fm7EALhu5iZdk6dMUU8/uurxYrH7xMN8x4VuVf+LD75w6/E7pefFH/66ffES/f/UbRv/+ysTOPOmSs/+kA0rV9/qcgWEG0d2NkcQgg2b978fcsKJHOEEHR0dCCE6LkvisUihmFQKpXI5/MUi8UeAeMvdR97LgXPxBEOjU27ThCehXBM6jRZvHT3XeKnZ5wmhiuq+N5xxwvRmaF1+cqfiKKByOYRhsHW5auu3fHxStG+evPFImPiNnciHIHo2pdCCIpGibxRotj1GMXgsboe4X81WnbdhCQ8gV20KGYKFAql4P4uFckZefJmgVyhk9a2RoTvIDwbYZQQxSLOnsZDRKGA6OoJFUJgWVbPu8vn87S1tVEoFMhms+Tz+Z52oP/uGv/TFGYYRo98UPc/2J109v1ghrpvg+XaCOEhKYFyscDH912eefop8f5bb/Ho449Ji19/VXznvPO46JxzqCkvY/2W7dz95/lsb26WFD3Mjb/+jThw8qHMPvYYqVAK3EPbNpG6qoRUOegyVxQFCQkByPK+85BKpRKGVSKaiGMbZtBcqWrYjtk1VwcUVQv8ZsuGUAhRMrDN0kHFYnFIeX3dc35H22QjVxjqOU7i5z+74t4d23awZv1nLFm0CNf3GHTQwZLbmUGNxyESwXUs5FAYIcu4nouuar1GSHt7SLKQ8Twv6EOTgsbokK6haiFMu0Q0FKZYzBGPxUH4dO7ac2pcD+/RovElRDQMp8T5Xz9XTBk1FtGRpSYU47CJB7Jx4wbaS0US9TU8+/prPD7/RclSVCQtjKZFsU2PcFhB6sXZT3uvdW/xXFVWusJagZKBoir4BE2dqgTt7U0sePVVkYpEOOHEE6Un/vjv4rKfXcmdN15PwTT57V13cdeDD3LY1CnTDduuev2NN/5y4slzpUQihRZS8bpCZq7rI8kyqhrCdjxM00bTNKIRrVcIae8ckqqqe5XVB4UFx047THz77LP4fOUK5s48ktaGBrbu2I6vR/i8tQ0lmeaaP9whdba1H1nI5kcPGDL0HvJFiMdAkdnd0HB6//795zmO0yOZI8syDQ0NJ6XT6Zf2pYfk+h6eJFMwckS0EBFVpW33nrmVtTXzcTyMtpZZO7btXBCJRG4eNG7cFUgyTj6PqkeQwmH8koWshkFW/lZ4EVJpbmqYU9Gv+pWGpsavpSsqnuEfeEhKt6cbjf7TG7Y3vQchuibVEkh9uZ6NUAI5oW4Pqdtbjus6lmEgnCDVgk9wZ4VDsdnWEwAACatJREFUQQl3V34vk8kEOZ6eETwmoVCoJ2LWrZHYTUR/L5m0b3NIottxDapmhARS1/d+QBcsW7aMRx9/TCplOqccesyx0v1PPCFOO+lrpBMhEuXVfLhi+U1aKo3neVx59TXSZZddJiZOnHjB4MGDH2lpaSEWi9E1o+4/UqrY99lDVQ3KlE3XIB6N0tHRgeNYc+vq6uY37tp5Rm1t7XPC9/GRsQtFIvEE4WhsWbi8ahnCAy2yJDaoegn5PD+75pp789kC2Y5OKmrqj9Hrahf42Qy+LAcbw3FQ9TACKJkGET3yFUWmZYSQgvHxXZvOET6xWJLdu3ad279//ZPpAQOetzMZ0DRyLe2zYzUVC/YfN5Ed23bx1yef4dn7H+SdjxczduwYNi1fzuvLXmbGnONBDREK6whZxTRthCfh+8o+X2EgZyMjdyXdgyZhsVdlmMzatWvF51u2cvXV10gYFl//wY+l7Vt3iRt+ews5w+TaP9zKAdOmS9F0Gtk0GT56LKmyyi4S9JEkNajew+06J4F8joQbhAp7qaChmwj27kPqntAreT7jJh7E0lVreG3eXzh40kSUcIiWbJ7Vy1ZQO2IUs448Mig4kZR3Bwwb/m6mqeXIsqrKdzFNiEXp37//vD179pxSU1PzQvf+AAiHwy/t8/coBaZqPJLE910My6ayf/38Uj6HaztIeqg44sBJkhwKge+TyXYQDkUwbZtENIocj4JhB4Qkyxi5PLKr0q+u7hUhQX3/Ac+Uerlx+8ssZPlbhrTrZ5KE53lki0Uiagg9GcE1LTzLJhxPkGvrIFldTalU6jHGdV3v2TPRaPQfjjHp/v5f1ev7UjykILEl4zsCy7XwCQatIQdsjO+R6Wg/J6KHmuOatjAcj+N1dBy0ZeNnS5PRGKFY8tux6vr79LJyTNNE13U2btz4s5qamt+7rktFRQXFYvEL2mM9HlKXOOaXXSL8//KQPBHE4YUXWNeapgUxchGM6HZdFy0UwrFttJBKpq2Tsoo0RqEQ6GoJQWdj03ESiLJ+Na9n9zTOSdXWvoIk4eVy2I5HpDwNioxRKhBJxPGEj2m76GEdtZcsrC96SBqSL/WIyrqSh23baBGdcEjD8W1y2SwV6TQygo62tiMTsdi7IUXDtx0KVnGKHA0viughpo2bKL71ta+zdvFSXn/1VU485hiUSJSNu3fw6F+emxPrP+Cvlu2gaBFQJBQRqOiEwvvWQxKejyZrQRGAIqOGNFQ1sCx9yUdFxnFM9uzafemQ+v73tDe3nFJRW/8C+SLLF30kxkyceKSn6+/FKit6lEyy2SzV1dU9B7V7v7qu290vg+M4mKaJpmlEIl++wWEYxhdySN2SSVLXxVQoFChLxamL6OJb3ziHQnsLq5d/ypSph7OzuQkvFOPRl1+RMp05yiqraGhoOCkRi78UC4eQNQ1fBNOM9/bI4vE4LS0tVFdXYxjGPs0hecKnaFh4wse2bSrKyhB42E4Q0VBlifa2jpnxeHxhqVSivLwSGYVSqUSpZFJZUY4wLKRQmGxbK4nyMmRNw/M9UBS2bd92SVW/6ge6PaJ/5CHp0eg/zSH1ZkuDEH/rZ3MtK0g3dHlIbvcvZAnDMChPpTBtE99x0RQVyzRJxuJIalCU5gu/507ulo7rvouTyWTPHg7GtnyRG/6VNX7JhBSUkrpSNyFJeHj4vosqSygShEMa2A7YNug6OC7Fts7jYnX1rzm+hKZptLa2UlVVRXt7O4lEAlmWezTu/qcQkqJoWJaFruuUSqUed7Wtre3CqqqKhyORCJZldYnQupSVleP7wQWlaRpelwyPUSiQy2Tn9quqno+m4RaKCDyQFLRYDGSwTJNwJIRpW2ihMD4+IUnbJ4SE97fZUI4ItAa1aAg9HMLDR0amoXHX6fW19fNk/J4N1d7cMjNdWb5QKAqZjnY+XPCmmDvnZOmlhx4RUUVDlmUmHXLQ5cvXr7955llfk5B88oZNOJagu8nbdyAU+uoISZZl5PAXCUlGxijliUdj2CWDkK5jtLYT0UIQjoBtYsgyfteIh+5H20s4tbuooDu0FQi69i4hlUqlLyibd89+6iYkJIWd27Z+a8PypX86/vjZ0lN3/1HoYY0J4ycxcNiw2W9+sHjB7BNPkjoNi0giqLCKRcIUshmSqRSW5fQo5Hc3bre3t1NRUcHu3btPr6iomLdPCanrswVQLBq4wkWPRoIQYnPDqcmyxPOxcALbtwnJGp9t+Oz6kcNHXONaLrFYBNfx0FQFxzTRdB1f+HjCx+nKN0YiUYpdjdv/YwlJCBzLwnK6ixq6QnZCgCwR0SNkc1lSiWSQcvF8NCXQsewWzdY0rUe7NJfLnVBRUfHX7ndo2/aXHrLrJUIKNsPehOR5HmXxBO2trTOT0djCUFQn19QyM1lRuRBFDVxjKVikqqrs3Lnzgrq6ukdUVe2aQaTtU0L634p/TEighFQ8PyCkcEQnpKt4gBAeiqRQLBZQNZloSMc0jMByUiCTz82t71c7X3I8KBqghkFRoWSAIgWzKGQo2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const VICTORY_URL = 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";
const NUMBER_COLORS = {
  1: "#2255AA", 2: "#3D7A3A", 3: "#C4453C", 4: "#6B3FA0",
  5: "#A0523D", 6: "#2A8C8C", 7: "#4A4A4A", 8: "#8B8B8B",
};

function createEmptyGrid() {
  return Array.from({ length: ROWS }, () =>
    Array.from({ length: COLS }, () => ({
      mine: false, revealed: false, flagged: false, adjacentMines: 0,
    }))
  );
}

function placeMines(grid, firstRow, firstCol) {
  const g = grid.map(r => r.map(c => ({ ...c })));
  let placed = 0;
  const safe = new Set();
  for (let dr = -1; dr <= 1; dr++)
    for (let dc = -1; dc <= 1; dc++)
      safe.add(`${firstRow + dr},${firstCol + dc}`);
  while (placed < MINES) {
    const r = Math.floor(Math.random() * ROWS);
    const c = Math.floor(Math.random() * COLS);
    if (!g[r][c].mine && !safe.has(`${r},${c}`)) { g[r][c].mine = true; placed++; }
  }
  for (let r = 0; r < ROWS; r++)
    for (let c = 0; c < COLS; c++) {
      if (g[r][c].mine) continue;
      let count = 0;
      for (let dr = -1; dr <= 1; dr++)
        for (let dc = -1; dc <= 1; dc++) {
          const nr = r + dr, nc = c + dc;
          if (nr >= 0 && nr < ROWS && nc >= 0 && nc < COLS && g[nr][nc].mine) count++;
        }
      g[r][c].adjacentMines = count;
    }
  return g;
}

function floodReveal(grid, row, col) {
  const g = grid.map(r => r.map(c => ({ ...c })));
  const stack = [[row, col]];
  while (stack.length > 0) {
    const [r, c] = stack.pop();
    if (r < 0 || r >= ROWS || c < 0 || c >= COLS) continue;
    if (g[r][c].revealed || g[r][c].flagged) continue;
    g[r][c].revealed = true;
    if (g[r][c].adjacentMines === 0)
      for (let dr = -1; dr <= 1; dr++)
        for (let dc = -1; dc <= 1; dc++)
          if (dr !== 0 || dc !== 0) stack.push([r + dr, c + dc]);
  }
  return g;
}

function checkWin(grid) {
  for (let r = 0; r < ROWS; r++)
    for (let c = 0; c < COLS; c++)
      if (!grid[r][c].mine && !grid[r][c].revealed) return false;
  return true;
}

function MineIcon({ size = 20 }) {
  return (
    <svg width={size} height={size} viewBox="0 0 24 24" fill="none">
      <circle cx="12" cy="12" r="6" fill="#2C2C2C" />
      <circle cx="10" cy="10" r="1.5" fill="#666" opacity="0.6" />
      <line x1="12" y1="2" x2="12" y2="6" stroke="#2C2C2C" strokeWidth="2" strokeLinecap="round" />
      <line x1="12" y1="18" x2="12" y2="22" stroke="#2C2C2C" strokeWidth="2" strokeLinecap="round" />
      <line x1="2" y1="12" x2="6" y2="12" stroke="#2C2C2C" strokeWidth="2" strokeLinecap="round" />
      <line x1="18" y1="12" x2="22" y2="12" stroke="#2C2C2C" strokeWidth="2" strokeLinecap="round" />
      <line x1="5" y1="5" x2="7.8" y2="7.8" stroke="#2C2C2C" strokeWidth="1.8" strokeLinecap="round" />
      <line x1="16.2" y1="16.2" x2="19" y2="19" stroke="#2C2C2C" strokeWidth="1.8" strokeLinecap="round" />
      <line x1="19" y1="5" x2="16.2" y2="7.8" stroke="#2C2C2C" strokeWidth="1.8" strokeLinecap="round" />
      <line x1="7.8" y1="16.2" x2="5" y2="19" stroke="#2C2C2C" strokeWidth="1.8" strokeLinecap="round" />
    </svg>
  );
}

function FlagIcon({ size = 18 }) {
  return (
    <svg width={size} height={size} viewBox="0 0 24 24" fill="none">
      <line x1="7" y1="4" x2="7" y2="21" stroke="#5C3A1E" strokeWidth="2" strokeLinecap="round" />
      <path d="M7 4 L18 8.5 L7 13 Z" fill="#C4453C" />
    </svg>
  );
}

// Get the center pixel of a cell
function cellCenter(row, col, gx, gy) {
  return {
    x: gx + col * (CELL_SIZE + GAP) + GAP + CELL_SIZE / 2,
    y: gy + row * (CELL_SIZE + GAP) + GAP + CELL_SIZE / 2,
  };
}

// Simple NSEW rotation: sprite faces down (south) by default
// 0 = south, 90 = west, 180 = north, 270 = east (or -90)
const DIR_ROTATION = { S: 0, W: 90, N: 180, E: -90 };

function HeroRat({ pixelX, pixelY, frame, direction }) {
  // pixelX/pixelY is where the rat's SNOUT should be
  // The sprite's snout is at the bottom-center of the frame
  // With only NSEW, the offset math is simple:
  const rot = DIR_ROTATION[direction] || 0;
  
  // Offset from snout to body center depends on direction
  let cx = pixelX, cy = pixelY;
  const off = RAT_DISPLAY_H / 2;
  if (direction === "S") { cx = pixelX; cy = pixelY - off; }
  else if (direction === "N") { cx = pixelX; cy = pixelY + off; }
  else if (direction === "E") { cx = pixelX - off; cy = pixelY; }
  else if (direction === "W") { cx = pixelX + off; cy = pixelY; }

  return (
    <div style={{
      position: "absolute",
      left: cx - RAT_DISPLAY_W / 2,
      top: cy - RAT_DISPLAY_H / 2,
      width: RAT_DISPLAY_W,
      height: RAT_DISPLAY_H,
      pointerEvents: "none",
      zIndex: 10,
      transform: `rotate(${rot}deg)`,
      transformOrigin: "center center",
    }}>
      <div style={{
        width: RAT_DISPLAY_W,
        height: RAT_DISPLAY_H,
        backgroundImage: `url(${SPRITE_URL})`,
        backgroundSize: `${RAT_DISPLAY_W * NUM_FRAMES}px ${RAT_DISPLAY_H}px`,
        backgroundPosition: `${-frame * RAT_DISPLAY_W}px 0px`,
        backgroundRepeat: "no-repeat",
        imageRendering: "pixelated",
      }} />
    </div>
  );
}

function LeashSystem({ snoutX, snoutY, direction, gridOffsetX, gridOffsetY, gridWidth, gridHeight }) {
  // Compute body center from snout position - simple NSEW offset
  const off = RAT_DISPLAY_H / 2;
  let ratCenterX = snoutX, ratCenterY = snoutY;
  if (direction === "S") ratCenterY -= off;
  else if (direction === "N") ratCenterY += off;
  else if (direction === "E") ratCenterX -= off;
  else if (direction === "W") ratCenterX += off;
  const leftX = gridOffsetX - 18;
  const rightX = gridOffsetX + gridWidth + 18;
  const topY = gridOffsetY - 14;
  const bottomY = gridOffsetY + gridHeight + 14;

  // Leash droop: more slack when rat is near that side, taut when far
  // Distance from rat to each wire as fraction of total width
  const totalW = rightX - leftX;
  const leftDist = (ratCenterX - leftX) / totalW; // 0 = at left wire, 1 = at right wire
  const rightDist = 1 - leftDist;

  // Droop amount: small when close (taut), large when far (slack)
  // Use quadratic: droop proportional to (1 - dist)^2 when close, dist^2 when far
  const maxDroop = 45;
  const minDroop = 6;
  const leftDroop = minDroop + (maxDroop - minDroop) * (1 - leftDist) * (1 - leftDist);
  const rightDroop = minDroop + (maxDroop - minDroop) * (1 - rightDist) * (1 - rightDist);

  // Quadratic bezier control point for droopy leash
  // From wire ring to rat center, control point drops below the midpoint
  const leftMidX = (leftX + ratCenterX) / 2;
  const leftMidY = ratCenterY + leftDroop;
  const rightMidX = (rightX + ratCenterX) / 2;
  const rightMidY = ratCenterY + rightDroop;

  return (
    <svg style={{
      position: "absolute", left: 0, top: 0, width: "100%", height: "100%",
      pointerEvents: "none", zIndex: 5,
    }}>
      {/* Vertical wires */}
      <line x1={leftX} y1={topY} x2={leftX} y2={bottomY} stroke="#777" strokeWidth="2" />
      <line x1={rightX} y1={topY} x2={rightX} y2={bottomY} stroke="#777" strokeWidth="2" />

      {/* Corner stakes */}
      {[[leftX, topY], [rightX, topY], [leftX, bottomY], [rightX, bottomY]].map(([sx, sy], i) => (
        <g key={i}>
          <circle cx={sx} cy={sy} r="5" fill="#8B6914" stroke="#5C4A0E" strokeWidth="1.5" />
          <circle cx={sx} cy={sy} r="2" fill="#5C4A0E" />
        </g>
      ))}

      {/* Runner rings at rat Y level */}
      <circle cx={leftX} cy={ratCenterY} r="5" fill="none" stroke="#999" strokeWidth="2" />
      <circle cx={rightX} cy={ratCenterY} r="5" fill="none" stroke="#999" strokeWidth="2" />

      {/* Droopy quadratic leash lines */}
      <path
        d={`M ${leftX + 5} ${ratCenterY} Q ${leftMidX} ${leftMidY} ${ratCenterX - 10} ${ratCenterY}`}
        fill="none" stroke="#C49A40" strokeWidth="1.8" />
      <path
        d={`M ${rightX - 5} ${ratCenterY} Q ${rightMidX} ${rightMidY} ${ratCenterX + 10} ${ratCenterY}`}
        fill="none" stroke="#C49A40" strokeWidth="1.8" />
    </svg>
  );
}

function GrassDecoration({ gridOffsetX, gridOffsetY, gridWidth, gridHeight }) {
  const tufts = useRef(null);
  if (!tufts.current) {
    const rng = (min, max) => min + Math.random() * (max - min);
    const t = [];
    for (let i = 0; i < 80; i++) {
      const side = Math.floor(Math.random() * 4);
      let x, y;
      if (side === 0) { x = gridOffsetX + rng(-25, gridWidth + 25); y = gridOffsetY - rng(6, 30); }
      else if (side === 1) { x = gridOffsetX + rng(-25, gridWidth + 25); y = gridOffsetY + gridHeight + rng(4, 28); }
      else if (side === 2) { x = gridOffsetX - rng(8, 38); y = gridOffsetY + rng(-15, gridHeight + 15); }
      else { x = gridOffsetX + gridWidth + rng(6, 34); y = gridOffsetY + rng(-15, gridHeight + 15); }
      t.push({
        x, y, h: rng(8, 22), lean: rng(-7, 7),
        color: `hsl(${rng(75, 125)}, ${rng(38, 62)}%, ${rng(26, 44)}%)`,
        w: rng(1, 2.8),
      });
    }
    tufts.current = t;
  }
  return (
    <svg style={{ position: "absolute", left: 0, top: 0, width: "100%", height: "100%", pointerEvents: "none", zIndex: 1 }}>
      {tufts.current.map((t, i) => (
        <line key={i} x1={t.x} y1={t.y} x2={t.x + t.lean} y2={t.y - t.h}
          stroke={t.color} strokeWidth={t.w} strokeLinecap="round" />
      ))}
    </svg>
  );
}

const HighScores = {
  URL: 'https://script.google.com/macros/s/AKfycbxP9SzO_MSzwiuPA_pYNExrRXn4E2DJuZ0fqcIrM2jQtNaZHuVLH5-xKZ7DPIRkpq0dKw/exec',
  KEY: 'ratSweeperHighScores',
  MAX: 10,
  _cache: null,

  _loadLocal() {
    try { return JSON.parse(localStorage.getItem(this.KEY) || '[]'); }
    catch (e) { return []; }
  },
  _saveLocal(scores) {
    try { localStorage.setItem(this.KEY, JSON.stringify(scores)); }
    catch (e) {}
  },

  async refresh() {
    if (!this.URL || this.URL.startsWith('PASTE')) {
      this._cache = this._loadLocal();
      return this._cache;
    }
    try {
      const res = await fetch(this.URL);
      if (!res.ok) throw new Error('HTTP ' + res.status);
      const data = await res.json();
      const scores = (data && data.scores) || [];
      this._cache = scores;
      this._saveLocal(scores);
      return scores;
    } catch (e) {
      console.warn('[sweeper highscores] refresh failed:', e);
      if (!this._cache) this._cache = this._loadLocal();
      return this._cache;
    }
  },

  list() {
    return this._cache || this._loadLocal();
  },

  qualifies(time) {
    if (!Number.isFinite(time) || time <= 0) return false;
    const scores = this.list();
    return scores.length < this.MAX || time < scores[scores.length - 1].time;
  },

  async add(name, time) {
    const optimistic = [...this.list(), { name, time }]
      .sort((a, b) => a.time - b.time)
      .slice(0, this.MAX);

    if (!this.URL || this.URL.startsWith('PASTE')) {
      this._cache = optimistic;
      this._saveLocal(optimistic);
      return { scores: optimistic };
    }

    try {
      const res = await fetch(this.URL, {
        method: 'POST',
        headers: { 'Content-Type': 'text/plain;charset=utf-8' },
        body: JSON.stringify({ name, time }),
      });
      if (!res.ok) throw new Error('HTTP ' + res.status);
      const data = await res.json();
      const scores = (data && data.scores) || optimistic;
      this._cache = scores;
      this._saveLocal(scores);
      return { scores };
    } catch (e) {
      console.warn('[sweeper highscores] add failed:', e);
      this._cache = optimistic;
      this._saveLocal(optimistic);
      return { scores: optimistic };
    }
  },
};

function formatTime(seconds) {
  const m = Math.floor(seconds / 60);
  const s = seconds % 60;
  return `${String(m).padStart(2, "0")}:${String(s).padStart(2, "0")}`;
}

function ScoreTable({ scores, highlight }) {
  const list = scores || [];
  return (
    <div style={{
      background: "rgba(255, 252, 240, 0.95)", borderRadius: "8px",
      padding: "10px 16px", fontFamily: "'Courier New', monospace",
      color: "#3B2F1E", boxShadow: "0 4px 16px rgba(0,0,0,0.3)",
      minWidth: 220, maxWidth: "95%",
    }}>
      <div style={{
        fontSize: "11px", fontWeight: "bold", letterSpacing: "3px",
        textAlign: "center", marginBottom: "6px", color: "#6B8F3C",
      }}>── HIGH SCORES ──</div>
      {list.length === 0 ? (
        <div style={{ fontSize: "12px", opacity: 0.6, textAlign: "center", padding: "4px 0" }}>
          (none yet)
        </div>
      ) : (
        list.map((s, i) => {
          const isMe = highlight && s.name === highlight.name && s.time === highlight.time;
          return (
            <div key={i} style={{
              display: "flex", fontSize: "12px", lineHeight: 1.5,
              fontWeight: isMe ? "bold" : "normal",
              color: isMe ? "#6B8F3C" : "#3B2F1E",
            }}>
              <span style={{ width: 22, textAlign: "right" }}>{i + 1}.</span>
              <span style={{ flex: 1, paddingLeft: 8, letterSpacing: 1 }}>{s.name}</span>
              <span style={{ paddingLeft: 8 }}>{formatTime(s.time)}</span>
              {isMe && <span style={{ paddingLeft: 4 }}>◀</span>}
            </div>
          );
        })
      )}
    </div>
  );
}

// Pre-fetch on load so the intro screen has fresh data.
HighScores.refresh();

function Minesweeper() {
  const [grid, setGrid] = useState(createEmptyGrid);
  const [gameState, setGameState] = useState("intro");
  const [flagCount, setFlagCount] = useState(0);
  const [explodedCell, setExplodedCell] = useState(null);
  const [elapsed, setElapsed] = useState(0);
  const timerRef = useRef(null);
  const [scale, setScale] = useState(1);
  const outerRef = useRef(null);

  // High-score state
  const [showHighScores, setShowHighScores] = useState(false); // intro panel toggle
  const [pendingName, setPendingName] = useState(""); // typed name on win
  const [winQualified, setWinQualified] = useState(false); // does the won time qualify?
  const [winSubmitted, setWinSubmitted] = useState(false); // name submitted (or skipped)?
  const [submittedEntry, setSubmittedEntry] = useState(null); // {name, time} of latest submit
  const [scoreList, setScoreList] = useState(() => HighScores.list());
  const [submitting, setSubmitting] = useState(false);

  // Refresh scores when the intro mounts and whenever a fetch completes.
  useEffect(() => {
    let alive = true;
    HighScores.refresh().then(s => { if (alive) setScoreList(s); });
    return () => { alive = false; };
  }, []);

  // On transition to "won", capture whether the time qualifies for top 10.
  useEffect(() => {
    if (gameState === "won") {
      setWinQualified(HighScores.qualifies(elapsed));
      setWinSubmitted(false);
      setPendingName("");
      setSubmittedEntry(null);
      // Pull fresh scores so the panel reflects current state.
      HighScores.refresh().then(s => setScoreList(s));
    }
    // eslint-disable-next-line react-hooks/exhaustive-deps
  }, [gameState]);

  const gx = 50;
  const gy = 80;
  const gridWidth = COLS * (CELL_SIZE + GAP) + GAP;
  const gridHeight = ROWS * (CELL_SIZE + GAP) + GAP;

  // Rat state
  const [ratMoving, setRatMoving] = useState(false);
  const [ratFrame, setRatFrame] = useState(0);
  const [ratDirection, setRatDirection] = useState("S");
  const [ratPixel, setRatPixel] = useState(() => cellCenter(7, 7, gx, gy));
  const ratFromRef = useRef({ row: 7, col: 7 });
  const moveRafRef = useRef(null);
  const animIntervalRef = useRef(null);

  // Timer: runs while gameState is "playing"
  useEffect(() => {
    if (gameState === "playing") {
      timerRef.current = setInterval(() => {
        setElapsed(e => e + 1);
      }, 1000);
      return () => clearInterval(timerRef.current);
    } else {
      if (timerRef.current) clearInterval(timerRef.current);
    }
  }, [gameState]);

  // Responsive scaling: fit the game to the viewport
  useEffect(() => {
    function updateScale() {
      const cw = gridWidth + 100;
      const ch = gridHeight + 180;
      const vw = window.innerWidth;
      const vh = window.innerHeight;
      const s = Math.min(vw / cw, vh / ch, 1);
      setScale(s);
    }
    updateScale();
    window.addEventListener("resize", updateScale);
    return () => window.removeEventListener("resize", updateScale);
  }, [gridWidth, gridHeight]);

  // Long-press for mobile flagging
  const longPressRef = useRef(null);
  const longPressRowCol = useRef(null);

  // Animate sprite frames while moving
  useEffect(() => {
    if (ratMoving) {
      animIntervalRef.current = setInterval(() => {
        setRatFrame(f => (f + 1) % NUM_FRAMES);
      }, ANIM_MS);
      return () => clearInterval(animIntervalRef.current);
    } else {
      setRatFrame(0);
    }
  }, [ratMoving]);

  // Animate a single straight-line leg (one NSEW direction)
  const animateLeg = useCallback((startPixel, endPixel, dir) => {
    return new Promise((resolve) => {
      const dx = endPixel.x - startPixel.x;
      const dy = endPixel.y - startPixel.y;
      const dist = Math.sqrt(dx * dx + dy * dy);
      if (dist < 1) { resolve(); return; }

      const duration = (dist / RAT_SPEED) * 1000;
      const startTime = performance.now();
      setRatDirection(dir);

      function tick(now) {
        const t = Math.min((now - startTime) / duration, 1);
        setRatPixel({
          x: startPixel.x + dx * t,
          y: startPixel.y + dy * t,
        });
        if (t < 1) {
          moveRafRef.current = requestAnimationFrame(tick);
        } else {
          resolve();
        }
      }
      moveRafRef.current = requestAnimationFrame(tick);
    });
  }, []);

  const startMove = useCallback(async (fromRow, fromCol, toRow, toCol, onArrive) => {
    const to = cellCenter(toRow, toCol, gx, gy);
    if (fromRow === toRow && fromCol === toCol) { onArrive && onArrive(); return; }

    let currentPos = { ...ratPixel };

    setRatMoving(true);

    // Leg 1: vertical (change rows)
    if (fromRow !== toRow) {
      const vertDir = toRow > fromRow ? "S" : "N";
      let vertEndY;
      if (fromCol !== toCol) {
        vertEndY = cellCenter(toRow, fromCol, gx, gy).y;
      } else {
        const edgeSign = toRow > fromRow ? -1 : 1;
        vertEndY = to.y + edgeSign * (CELL_SIZE / 2);
      }
      const vertEnd = { x: currentPos.x, y: vertEndY };
      await animateLeg(currentPos, vertEnd, vertDir);
      currentPos = vertEnd;

      // Leg 2: horizontal (change cols)
      if (fromCol !== toCol) {
        const horizDir = toCol > fromCol ? "E" : "W";
        const edgeSign = toCol > fromCol ? -1 : 1;
        const horizEnd = { x: to.x + edgeSign * (CELL_SIZE / 2), y: currentPos.y };
        await animateLeg(currentPos, horizEnd, horizDir);
      }
    } else {
      // Only horizontal movement
      const horizDir = toCol > fromCol ? "E" : "W";
      const edgeSign = toCol > fromCol ? -1 : 1;
      const horizEnd = { x: to.x + edgeSign * (CELL_SIZE / 2), y: currentPos.y };
      await animateLeg(currentPos, horizEnd, horizDir);
    }

    setRatMoving(false);
    ratFromRef.current = { row: toRow, col: toCol };
    if (onArrive) onArrive();
  }, [gx, gy, animateLeg, ratPixel]);

  const cancelMove = useCallback(() => {
    if (moveRafRef.current) cancelAnimationFrame(moveRafRef.current);
    if (animIntervalRef.current) clearInterval(animIntervalRef.current);
    setRatMoving(false);
  }, []);

  const resetGame = useCallback(() => {
    cancelMove();
    setGrid(createEmptyGrid());
    setGameState("idle");
    setFlagCount(0);
    setExplodedCell(null);
    setElapsed(0);
    setRatPixel(cellCenter(7, 7, gx, gy));
    ratFromRef.current = { row: 7, col: 7 };
    setRatDirection("S");
    setRatFrame(0);
    setWinQualified(false);
    setWinSubmitted(false);
    setPendingName("");
    setSubmittedEntry(null);
  }, [cancelMove, gx, gy]);

  const submitHighScore = useCallback(async () => {
    const name = (pendingName || "").trim().toUpperCase().slice(0, 10) || "ANON";
    setSubmitting(true);
    const result = await HighScores.add(name, elapsed);
    setScoreList(result.scores);
    setSubmittedEntry({ name, time: elapsed });
    setWinSubmitted(true);
    setSubmitting(false);
  }, [pendingName, elapsed]);

  const skipHighScore = useCallback(() => {
    setWinSubmitted(true);
  }, []);

  const handleClick = useCallback((row, col) => {
    if (gameState === "won" || gameState === "lost") return;
    if (grid[row][col].flagged || grid[row][col].revealed) return;
    if (ratMoving) return;

    const from = ratFromRef.current;

    startMove(from.row, from.col, row, col, () => {
      setGrid(prevGrid => {
        let newGrid;
        if (gameState === "idle") {
          newGrid = placeMines(prevGrid, row, col);
          setGameState("playing");
        } else {
          newGrid = prevGrid.map(r => r.map(c => ({ ...c })));
        }

        if (newGrid[row][col].mine) {
          newGrid = newGrid.map(r => r.map(c => (c.mine ? { ...c, revealed: true } : c)));
          setExplodedCell({ row, col });
          setGameState("lost");
          return newGrid;
        }

        newGrid = floodReveal(newGrid, row, col);
        if (checkWin(newGrid)) setGameState("won");
        return newGrid;
      });
    });
  }, [grid, gameState, ratMoving, startMove]);

  const handleRightClick = useCallback((e, row, col) => {
    e.preventDefault();
    if (gameState === "won" || gameState === "lost") return;
    if (grid[row][col].revealed) return;
    const newGrid = grid.map(r => r.map(c => ({ ...c })));
    const cell = newGrid[row][col];
    cell.flagged = !cell.flagged;
    setFlagCount(f => f + (cell.flagged ? 1 : -1));
    setGrid(newGrid);
  }, [grid, gameState]);

  const handleDoubleClick = useCallback((row, col) => {
    if (gameState !== "playing" || ratMoving) return;
    const cell = grid[row][col];
    if (!cell.revealed || cell.adjacentMines === 0) return;
    let flagsAround = 0;
    for (let dr = -1; dr <= 1; dr++)
      for (let dc = -1; dc <= 1; dc++) {
        const nr = row + dr, nc = col + dc;
        if (nr >= 0 && nr < ROWS && nc >= 0 && nc < COLS && grid[nr][nc].flagged) flagsAround++;
      }
    if (flagsAround !== cell.adjacentMines) return;
    let newGrid = grid.map(r => r.map(c => ({ ...c })));
    let hitMine = false, mineR, mineC;
    for (let dr = -1; dr <= 1; dr++)
      for (let dc = -1; dc <= 1; dc++) {
        const nr = row + dr, nc = col + dc;
        if (nr >= 0 && nr < ROWS && nc >= 0 && nc < COLS &&
            !newGrid[nr][nc].revealed && !newGrid[nr][nc].flagged && newGrid[nr][nc].mine) {
          hitMine = true; mineR = nr; mineC = nc;
        }
      }
    if (hitMine) {
      newGrid = newGrid.map(r => r.map(c => (c.mine ? { ...c, revealed: true } : c)));
      setExplodedCell({ row: mineR, col: mineC });
      setGrid(newGrid);
      setGameState("lost");
      return;
    }
    for (let dr = -1; dr <= 1; dr++)
      for (let dc = -1; dc <= 1; dc++) {
        const nr = row + dr, nc = col + dc;
        if (nr >= 0 && nr < ROWS && nc >= 0 && nc < COLS &&
            !newGrid[nr][nc].revealed && !newGrid[nr][nc].flagged)
          newGrid = floodReveal(newGrid, nr, nc);
      }
    setGrid(newGrid);
    if (checkWin(newGrid)) setGameState("won");
  }, [grid, gameState, ratMoving]);

  const containerW = gridWidth + 100;
  const containerH = gridHeight + 180;

  return (
    <div ref={outerRef} style={{
      minHeight: "100vh",
      background: "linear-gradient(180deg, #D4C4A0 0%, #C2B280 40%, #A89060 100%)",
      display: "flex", flexDirection: "column", alignItems: "center", justifyContent: "flex-start",
      fontFamily: "'Courier New', Courier, monospace", padding: "0 20px", userSelect: "none",
      overflow: "hidden",
      position: "relative",
    }}>
      <div style={{
        transform: `scale(${scale})`,
        transformOrigin: "top center",
        width: containerW,
        height: containerH,
      }}>
      <div style={{ position: "relative", width: containerW, height: containerH }}>
        <div style={{
          position: "absolute", left: gx, top: 30, width: gridWidth,
          display: "flex", justifyContent: "space-between", alignItems: "center",
          padding: "6px 12px", background: "#5C4A2A", borderRadius: "6px",
          boxShadow: "inset 0 2px 4px rgba(0,0,0,0.3)", boxSizing: "border-box",
        }}>
          <div style={{ display: "flex", alignItems: "center", gap: "6px", color: "#E8D5A3", fontSize: "16px", fontWeight: "bold" }}>
            <MineIcon size={16} />
            <span style={{ color: "#F5C542" }}>{MINES - flagCount}</span>
            <span style={{ fontSize: "12px", opacity: 0.7 }}>/ {MINES}</span>
          </div>
          <div style={{ color: "#E8D5A3", fontSize: "16px", fontWeight: "bold", fontFamily: "'Courier New', monospace", letterSpacing: "2px" }}>
            {String(Math.floor(elapsed / 60)).padStart(2, "0")}:{String(elapsed % 60).padStart(2, "0")}
          </div>
        </div>

        <GrassDecoration gridOffsetX={gx} gridOffsetY={gy} gridWidth={gridWidth} gridHeight={gridHeight} />
        <LeashSystem snoutX={ratPixel.x} snoutY={ratPixel.y} direction={ratDirection}
          gridOffsetX={gx} gridOffsetY={gy} gridWidth={gridWidth} gridHeight={gridHeight} />

        {gameState !== "won" && (
          <HeroRat pixelX={ratPixel.x} pixelY={ratPixel.y} frame={ratFrame} direction={ratDirection} />
        )}

        <div style={{
          position: "absolute", left: gx, top: gy,
          display: "grid", gridTemplateColumns: `repeat(${COLS}, ${CELL_SIZE}px)`,
          gap: `${GAP}px`, padding: `${GAP}px`,
          background: "#8B7355", borderRadius: "4px",
          boxShadow: "0 4px 20px rgba(0,0,0,0.3), inset 0 1px 0 rgba(255,255,255,0.1)",
          zIndex: 3,
        }} onContextMenu={e => e.preventDefault()}>
          {grid.map((row, r) => row.map((cell, c) => {
            const isExploded = explodedCell?.row === r && explodedCell?.col === c;
            let bg;
            if (!cell.revealed) {
              const ck = (r + c) % 2 === 0;
              bg = ck ? "#7A9A4A" : "#6E8E40";
            } else if (cell.mine) {
              bg = isExploded ? "#D44" : "#C9A96E";
            } else {
              const ck = (r + c) % 2 === 0;
              bg = ck ? "#D9C89E" : "#CEBF91";
            }
            return (
              <div key={`${r}-${c}`}
                onClick={() => handleClick(r, c)}
                onContextMenu={e => handleRightClick(e, r, c)}
                onDoubleClick={() => handleDoubleClick(r, c)}
                onTouchStart={() => {
                  longPressRef.current = setTimeout(() => {
                    handleRightClick({ preventDefault: () => {} }, r, c);
                    longPressRef.current = null;
                  }, 500);
                }}
                onTouchEnd={() => {
                  if (longPressRef.current) {
                    clearTimeout(longPressRef.current);
                    longPressRef.current = null;
                  }
                }}
                onTouchMove={() => {
                  if (longPressRef.current) {
                    clearTimeout(longPressRef.current);
                    longPressRef.current = null;
                  }
                }}
                style={{
                  width: CELL_SIZE, height: CELL_SIZE, background: bg, borderRadius: "2px",
                  display: "flex", alignItems: "center", justifyContent: "center",
                  cursor: (gameState === "won" || gameState === "lost" || cell.revealed) ? "default" : "pointer",
                  transition: "background 0.1s",
                  boxShadow: !cell.revealed
                    ? "inset -1px -1px 0 rgba(0,0,0,0.15), inset 1px 1px 0 rgba(255,255,255,0.2)"
                    : "none",
                }}>
                {cell.revealed && cell.mine && <MineIcon size={18} />}
                {cell.revealed && !cell.mine && cell.adjacentMines > 0 && (
                  <span style={{ fontSize: "17px", fontWeight: "900", color: NUMBER_COLORS[cell.adjacentMines], lineHeight: 1 }}>
                    {cell.adjacentMines}
                  </span>
                )}
                {!cell.revealed && cell.flagged && <FlagIcon size={16} />}
              </div>
            );
          }))}
        </div>

        {gameState === "won" && (
          <div style={{
            position: "absolute", left: 0, top: 0, width: "100%", height: "100%",
            background: "rgba(0,0,0,0.55)", borderRadius: "8px",
            display: "flex", flexDirection: "column", alignItems: "center", justifyContent: "center",
            zIndex: 20, animation: "fadeIn 0.5s ease", padding: "12px", boxSizing: "border-box",
          }}>
            {!winSubmitted && winQualified ? (
              <div style={{
                background: "rgba(255,255,255,0.95)", borderRadius: "10px",
                padding: "20px 28px", textAlign: "center",
                fontFamily: "'Courier New', monospace", color: "#3B2F1E",
                boxShadow: "0 4px 20px rgba(0,0,0,0.4)", maxWidth: "90%",
              }}>
                <div style={{ fontSize: "20px", fontWeight: "bold", letterSpacing: "2px", marginBottom: "6px", color: "#6B8F3C" }}>
                  NEW HIGH SCORE!
                </div>
                <div style={{ fontSize: "14px", marginBottom: "12px" }}>
                  Your time: <strong>{formatTime(elapsed)}</strong>
                </div>
                <input
                  type="text"
                  value={pendingName}
                  onChange={e => setPendingName(e.target.value.toUpperCase().slice(0, 10))}
                  placeholder="YOUR NAME"
                  maxLength={10}
                  autoFocus
                  onKeyDown={e => { if (e.key === "Enter") submitHighScore(); }}
                  style={{
                    width: "180px", padding: "8px 12px", marginBottom: "12px",
                    border: "2px solid #5C4A2A", borderRadius: "6px",
                    fontFamily: "'Courier New', monospace", fontSize: "14px",
                    textAlign: "center", letterSpacing: "2px", textTransform: "uppercase",
                    color: "#3B2F1E", background: "#FFFCF0",
                  }}
                />
                <div style={{ display: "flex", gap: "8px", justifyContent: "center" }}>
                  <button onClick={submitHighScore} disabled={submitting} style={{
                    background: submitting ? "#999" : "#6B8F3C", color: "#FFF",
                    border: "2px solid rgba(255,255,255,0.3)", borderRadius: "6px",
                    padding: "8px 18px", fontSize: "13px", fontWeight: "bold",
                    cursor: submitting ? "default" : "pointer",
                    fontFamily: "'Courier New', monospace", letterSpacing: "1px",
                  }}>{submitting ? "SAVING…" : "SUBMIT"}</button>
                  <button onClick={skipHighScore} disabled={submitting} style={{
                    background: "#8B7355", color: "#FFF",
                    border: "2px solid rgba(255,255,255,0.3)", borderRadius: "6px",
                    padding: "8px 18px", fontSize: "13px", fontWeight: "bold",
                    cursor: "pointer",
                    fontFamily: "'Courier New', monospace", letterSpacing: "1px",
                  }}>SKIP</button>
                </div>
              </div>
            ) : (
              <>
                <img src={VICTORY_URL} alt="Mission Accomplished!" style={{ width: 140, height: 140, imageRendering: "pixelated" }} />
                <div style={{
                  color: "#FFF", fontSize: "13px", marginTop: "4px", marginBottom: "8px",
                  fontFamily: "'Courier New', monospace", letterSpacing: "1px",
                }}>
                  Time: <strong>{formatTime(elapsed)}</strong>
                </div>
                <ScoreTable scores={scoreList} highlight={submittedEntry} />
                <button onClick={resetGame} style={{
                  marginTop: 10, background: "#6B8F3C", border: "2px solid rgba(255,255,255,0.3)",
                  borderRadius: "8px", padding: "8px 24px", color: "#FFF", fontSize: "14px",
                  fontWeight: "bold", cursor: "pointer", fontFamily: "'Courier New', monospace", letterSpacing: "2px",
                }}>NEW MISSION</button>
              </>
            )}
          </div>
        )}

        {gameState === "lost" && (
          <div style={{
            position: "absolute", left: 0, top: 0, width: "100%", height: "100%",
            background: "rgba(0,0,0,0.45)", borderRadius: "8px",
            display: "flex", flexDirection: "column", alignItems: "center", justifyContent: "center",
            zIndex: 20,
          }}>
            <div style={{
              padding: "12px 28px", borderRadius: "8px", background: "rgba(160,64,64,0.9)",
              color: "#FFF", fontSize: "16px", fontWeight: "bold", letterSpacing: "2px", textTransform: "uppercase",
            }}>Whoops!</div>
            <button onClick={resetGame} style={{
              marginTop: 12, background: "#A04040", border: "2px solid rgba(255,255,255,0.3)",
              borderRadius: "8px", padding: "8px 24px", color: "#FFF", fontSize: "14px",
              fontWeight: "bold", cursor: "pointer", fontFamily: "'Courier New', monospace", letterSpacing: "2px",
            }}>RETRY MISSION</button>
          </div>
        )}

      </div>
      </div>

      {gameState === "intro" && (
        <div style={{
          position: "absolute",
          top: 0, left: 0, right: 0,
          height: "100vh",
          background: "linear-gradient(180deg, #D4C4A0 0%, #C2B280 40%, #A89060 100%)",
          display: "flex", flexDirection: "column", alignItems: "center", justifyContent: "flex-start",
          zIndex: 30, padding: "20px", boxSizing: "border-box",
        }}>
          <div style={{
            flex: 1, width: "100%",
            display: "flex", flexDirection: "column", alignItems: "center", justifyContent: "center",
            minHeight: 0, overflow: "hidden",
          }}>
          {showHighScores ? (
            <>
              <ScoreTable scores={scoreList} />
              <button onClick={() => setShowHighScores(false)} style={{
                marginTop: 16, background: "#8B7355", color: "#FFF",
                border: "2px solid rgba(255,255,255,0.3)", borderRadius: "8px",
                padding: "8px 24px", fontSize: "13px", fontWeight: "bold",
                letterSpacing: "2px", cursor: "pointer",
                fontFamily: "'Courier New', monospace",
              }}>BACK</button>
            </>
          ) : (
            <>
              <div style={{
                color: "#3B2F1E", fontSize: "clamp(20px, 7vw, 44px)", fontWeight: "bold",
                letterSpacing: "clamp(1px, 0.4vw, 3px)", textTransform: "uppercase",
                marginBottom: "clamp(4px, 1.5vw, 8px)",
                fontFamily: "'Courier New', monospace",
                textShadow: "1px 1px 0 rgba(255,255,255,0.3)",
                textAlign: "center", maxWidth: "100%",
              }}>Rat-Sweeper</div>

              <div style={{
                color: "#5C4A2A", fontSize: "clamp(10px, 3vw, 14px)",
                textAlign: "center", marginBottom: "clamp(10px, 3vw, 24px)",
                fontFamily: "'Courier New', monospace",
                fontStyle: "italic", maxWidth: "90%",
              }}>Minesweeper, but with a backpack-wearing rat</div>

              <div style={{
                color: "#5C4A2A", fontSize: "clamp(10px, 3vw, 13px)", textAlign: "center",
                maxWidth: "min(340px, 90%)", lineHeight: 1.6,
                marginBottom: "clamp(10px, 3vw, 24px)",
                fontFamily: "'Courier New', monospace",
              }}>
                Tap to sniff · Long-press or right-click to flag ·
                Double-click number to chord
              </div>

              <button onClick={() => setGameState("idle")} style={{
                marginTop: "clamp(8px, 2vw, 24px)", width: "min(200px, 70%)",
                background: "#6B8F3C", color: "#FFF",
                border: "2px solid rgba(255,255,255,0.3)", borderRadius: "8px",
                padding: "clamp(6px, 1.5vw, 10px) 0", fontSize: "clamp(12px, 3.4vw, 14px)", fontWeight: "bold",
                letterSpacing: "2px", cursor: "pointer",
                fontFamily: "'Courier New', monospace",
              }}>START</button>

              <button onClick={() => setShowHighScores(true)} style={{
                marginTop: 8, width: "min(200px, 70%)",
                background: "#6B8F3C", color: "#FFF",
                border: "2px solid rgba(255,255,255,0.3)", borderRadius: "8px",
                padding: "clamp(6px, 1.5vw, 10px) 0", fontSize: "clamp(12px, 3.4vw, 14px)", fontWeight: "bold",
                letterSpacing: "2px", cursor: "pointer",
                fontFamily: "'Courier New', monospace",
              }}>HIGH SCORES</button>
            </>
          )}
          </div>

          <div style={{
            paddingTop: 8,
            color: "#5C4A2A", fontSize: "10px", fontStyle: "italic",
            textAlign: "center", opacity: 0.65,
            fontFamily: "'Courier New', monospace",
          }}>Created by Mr. Cormac C. Close using Phaser</div>
        </div>
      )}
      <style>{`@keyframes fadeIn { from { opacity: 0; } to { opacity: 1; } }`}</style>
    </div>
  );
}
